Education

Introduction

Delhi Institute of D – Delhi Institute of Digital Marketing which is (DIDM) is one of the most famous digital marketing institutes in India. Although, it offers digital advertising and the marketing guides for college students, task seekers and operating professionals. The courses are customizable, this is, they may be personalized in keeping with your desires and your tempo of take a look at.

The candidate can select to take the virtual advertising and marketing course from the institute or on line. DIDM has several facilities in specific states like Mumbai, Jaipur, Jammu and Kashmir, Goa, and so on.

Delhi is rising as a thriving hub for the virtual marketing industry, thanks to its ever-expanding enterprise environment. As the arena will become increasingly digital, the want for skilled professionals who can navigate this virtual landscape has multiplied. This makes 2024 the quality time to search for the first-rate digital marketing courses in Delhi.

Who is Entitled for the Digital Marketing Courses in Delhi Institute?

• Individuals aiming for a career change.
• Graduates seeking professional courses.
• Small business proprietors aim to expand their online presence.
• Marketing executives and managers keen on advancing their digital marketing expertise.
• E-commerce platform owners.
• Aspiring bloggers interested in affiliate marketing for income.
• Web designers and content writers.
• Individuals venturing into freelancing.
• CEOs and entrepreneurs.

Types of Digital Marketing Courses in Delhi

If you need to master digital advertising extensive and gain a few revel in, then an offline program is the manner to move. These programs, generally in the shape of a Masters or PG, provide a complete curriculum that specialize in advanced strategies, control talents and sensible education.

If you are younger and feature the time and power to put money into your profession, you then should opt for in depth digital marketing training. The gain of a graduate program is the opportunity to transport into better paying roles and control positions within the industry. It additionally facilitates set up a stable basis to your profession.

If you’ve got time commitments due to your job, business or college, a web route is fantastically recommended. These on line publications typically remaining a few months, offering flexibility and an immersive learning enjoy. Some online courses additionally offer a hybrid direction in which part of the education and assessment is finished offline to similarly improve the gaining knowledge of experience.

Hub of Online Digital Marketing Courses

The online digital marketing path in India includes two certifications: a complicated certification in digital advertising and a professional certification in digital advertising and strategy.

IIDE’s online courses are desired no longer best by students and running professionals, but also with the aid of small enterprise proprietors trying to hone their abilities, shift their profession to digital advertising and marketing, or grow their business.

They also provide an offline campus immersion option in Delhi for their online college students through which students can visit the IIDE campus and take some of offline trainings and assessments and revel in the subculture of the IIDE first-hand.

Delhi Institute of D Course Syllabus

The PG route curriculum specializes in in-intensity studying of the subsequent subjects: search advertising and marketing, website constructing, social media management and advertising and marketing, and influencer marketing, together with specialized education in gentle abilities and advertising skills. ‘corporation. As part of the course, you must whole a mandatory 2-month internship accompanied by using the Capstone venture.

• Website Creation
• Content Writing
• SEO
• Local SEO
• Google Webmaster
• Bing Webmaster
• Graphic Design
• SMO
• Email Marketing

Course Well Known Trainers

IIDE follows a one teacher in keeping with module coverage, providing college students with the opportunity to examine unique modules from concern count number experts with over 15 years of enjoy in what they train.

Customized Digital Marketing Course

Customized Digital Marketing Course is excellent ideal for college students, professionals, marketers and process seekers who want to enhance their virtual advertising and marketing concepts on specific topics. However, students opting for the custom courses will no longer get all of the features like a stay Q&A forum, e-books, gear and software, registered LMS, creative content material writing, direction of photograph design together with a 2-month included program and an experience certificate. . In reality, college students will benefit from personalized route content material, live projects, e-notes and certificate from Google and DIDM. See also: Google Digital Marketing Course

Course Fees and Duration

• For personalized courses, students can choose an online or offline have a look at mode.
• The route length is 1-2 months for each on-line and offline modes.
• The program fee for a personalized course is INR 20,671.

If you’re studying physics or simply curious about the trajectory of a particle. This equation may pique your interest: x =(12t3−2t2)m and y =(12t2−2t)m. By plugging in different values for t, you can trace the path of the particle. Gain a better understanding of its movement. Let’s dive into the details of this equation and what it tells us about the particle’s trajectory.

Understanding the equation for particle trajectory

The equation for the particle’s trajectory, x =(12t3−2t2)m and y =(12t2−2t)m, describes the particle’s position in two dimensions as a function of time. The x and y components of the equation represent the horizontal and vertical positions of the particle, respectively. By plugging in different values for t, you can trace the path of the particle and gain insight into its movement. This equation is commonly used in physics to model the motion of particles in various contexts.

Graphing the trajectory to visualize the motion

To visualize the motion of the particle described by the equation x =(12t3−2t2)m and y =(12t2−2t)m, you can graph the trajectory.

Plotting the x and y components of the equation on a coordinate plane will give you a visual representation of the particle’s path. As you plug in different values for t, you can trace the route of the particle. See how it moves over time. It can be a valuable tool for understanding the motion of particles in physics and other scientific fields.

Calculating the velocity and acceleration of the particle

To calculate the velocity and acceleration of the particle described by the equation x =(12t3−2t2)m and y =(12t2−2t)m, you will need to take the first and second derivatives of both equations for time (t). The first derivative will give you the velocity, while the second derivative will give you the acceleration. Once you have these values, you can analyze how the particle’s motion changes over time and make predictions about its future path.

Analyzing the behaviour of the particle x =(12t3−2t2)m and y =(12t2−2t)m at different times

By taking the first and second derivatives of the equations x =(12t3−2t2)m and y =(12t2−2t)m for time (t), you can analyze the behaviour of the particle at different times.

For example, you can calculate the velocity and acceleration of the particle at any given time and use this information to predict its future path.

You can use calculus to determine the maximum and minimum values of the particle’s position, velocity, and acceleration.  This can provide valuable insights into its behaviour.

Applying the trajectory equation to real-world scenarios

Understanding the behaviour of particles in motion is essential for many fields, including physics, engineering, and aerospace. The trajectory equation x =(12t3−2t2)m and y =(12t2−2t)m can be applied to a variety of real-world scenarios. Tracking the path of a projectile or predicting the movement of a vehicle.  Analyzing the velocity and acceleration of the particle at different times. You can make predictions about its future path and adjust your trajectory accordingly. Calculus can also be used to optimize the trajectory for maximum efficiency or accuracy.

Introduction to Manage Internet Service (MIS)

Before getting into MIS Webmail, let us have a glance at MIS. MIS was developed to provide unrestricted knowledge and statements access to the Queensland Education Department. The Australian Government has funded Queensland to offer free education. And since the state education is massive, many schools still do not receive all the government benefits. Let us discuss more about the MIS webmail.

What is MIS Webmail?

USA administrative providers manage MIS Webmail to provide education, and it is used to access all types of private educational organizations. It is the crucial education system for many private educational institutes. In this blog, we deliberate everything about MIS webmail.

As we have seen, MIS stands for managing internet service, aims for Queensland students, and provides a premium level of education approachable. Basically, the point to note is that the education department mainly gets the advantage. And the Australian Government is playing a massive role in encouraging these learners in Queensland schools. Since they never lack in providing funds, the learners can get free education easily.

How Does MIS Webmail Work?

After going through the introduction, you might be thinking about how it works. Well, this does have definite goals. And we are here to help you understand the complete process of MIS webmail. It is not difficult to understand its working system. We will break it down into simple explanations:

For the initial step, if you are a student in a Queensland private school, you will be provided with emails by the school with unique codes that will be your identity. So you can contact them securely and efficiently.

Even the parents must have email IDs to communicate with the schools and get detailed information and updates. In this process, email IDs play a crucial role since you can receive all the updates and data of the student, too.

So, Why MIS Webmail?

We know that other websites like YouTube, Google, and more provide free educational courses online. But MIS webmail is the first online platform that only provides free education with various schools and colleges databases.

This platform offers new updates about the syllabus and the latest academic schedules of various schools and universities. You need to enroll in the webmail, which will provide details about the school or college with the timings. You can access the latest notes or professor’s take on topics when logging into MIS webmail.

What is EQ Webmail?

EQ stands for Education Queensland webmail. It is another MIS platform’s name. This platform provides classes and lectures online. Apart from courses and studies, it also offered other essential services and was developed by the Australian Government.

EQ provides free education and other benefits to the students of schools. However, it is an online student education platform funded by the Australian Government. The Australian Government developed it, but this EQ Webmail company was launched by Warwick in 1950.

History of EQ

The year 1824 saw the incorporation of Queensland, and the following year, the education system was established. It all began in the nursery in the Moreton Bay. One of the churches, the Anglican Church, acknowledges this education system’s highly effective government management. So, to broaden the knowledge, the Australian Government decided to make it freely accessible.

A house was the groundwork for the Queensland school 1825, but that was enough. As a result, the system declined to deliver high-quality education. As for now, the Government is making considerable efforts to reconstruct the entire system professionally.

Difference between MIS Webmail and EQ Webmail

Both of them have similar login email, which can lead to confusion for students, so what you can do is once you have received your allotted email for MIS or EQ, then follow the below steps:

• Go to olsp.eq.edu.au in the web browser.
• Enter your MIS username and password on the login page. Click on login and manage the data.

Purpose of MIS Webmail

The primary purpose of MIS webmail is to provide students with lectures, classes, and notes. But it does not stop. There are more determinations to it, and it acts as a most crucial social work to date in Queensland:

• It wants to provide high-quality education to students that is free of cost.
• It acts as a one-stop point to get all the essential information for students.
• Helps students resolve and clear their doubts through student-teacher virtual meetings.
• The footage of online live classes.

How to Create an MIS Webmail New Account?

To create an account, follow these tips:

1. Visit the official website portal.
2. Select the username that is also used for the email address.
3. Create the password for the account, which you need to use to access your account later.
4. Accept the terms and conditions and click the “Continue” button.
5. Sign in to the provided email address and click on the mail containing the account confirmation code.
6. Copy the account, return to the MIS account, paste the code, and click “Continue” to complete the registration

7. Next, you will be directed to the dashboard, where you can change your password or any other changes you want.

MIS Webmail Official Website

If you are interested in creating an account on MIS, here is the process for iPhone, Android, Mac, and Windows computers:

1. Sign in to your MIS webmail account by using your username and password.
2. Open “Setting and go to the left side of the page.
3. Select “Add Account” and then choose “Add Email Account.”
4. Mention all the details for the new account, such as username, password, new email, and other personal information.

How to Access MIS Webmail on Android?

You can also access the MIS webmail account. Follow the given steps to get MIS in your Android:

1. Go to the Android phone settings.
2. Then choose the option “Account, then Add Account.”
3. Go to the Email
4. Add your MIS email ID and password.
5. Next, go to the manual setup.
6. Enter the hosting name “pop.eq.edu.au” in the incoming server.
7. Click Next.
8. Now set the option of MIS webmail as your email name and then click next.

Once you set up the account, you will get the emails on your Android phone. You can access the MIS webmail.

How to Login into the Account?

In simple steps, you will able to log into the MIS webmail account:

1. Visit the official page to log in.
2. Enter the necessary details, username, password, and other details.
3. You can use a Google/Microsoft account if you forgot your username or password.

How to Reset the Password?

Follow the given steps to reset the password:

1. Go to the MIS webmail website.
2. Choose the option given the “Change my Password” button.
3. Fill in the required details to reset the password.
4. You will get the confirmation code, copy that and paste in the website.
5. Now click the change option.
6. You have changed the password successfully.
7. You can visit the “Contact Us” page for more details if you have any issues or doubts.

Benefits of MIS Webmail

Here, we are aware of some of the benefits of MIS Webmail. Let us look at some more of them:

• It will help you save more money. You don’t have to go here and there to get the knowledge. You can land MIS and get the information. Creating an account takes a few minutes, and Voila! The worldly wisdom is in your hands.
• Another good thing about MIS is that it provides recently uploaded data from educational institutes. They constantly update all the details regarding the system, staff, and many more stuff.
• This place also ensures the safety of students of the school. All the personal information and data are secured, and nothing misuse will happen since the Australian Government keeps checking and monitoring the data.

Features of MIS Webmail

As we have discussed the benefits, let us now briefly go through the features of MIS webmail:

• They punctually guide students.
• It is a great platform to build good relationships with professors or faculty.
• The Australian Government plays a significant role in running the platforms.
• It also offers stable assistance to consumers.

Customer Support

MIS webmail has always been a step ahead in supporting its consumers. For help, you can go through the MIS official website. For further inquiry, you can also get in touch with them through their number: 1800-512-451

Conclusion

MIS webmail is an innovative startup that got an incredible response from students and learners all over Australia. It is not just online education and is way better than offline education. Since Australia is an Island country, this is an excellent way to increase literacy there. With the help of MIS webmail, students can stay updated with the lectures, notes, and class schedules. And the best part is they don’t need to leave the house.

We hope with this article, you have a clear understanding of the MIS webmail and everything about it. If you have any doubts, you can get in touch with our team, and they will help you out.

[What can be said about q and k immediately after an increase in Temperature] – So many ways to explore the “What can be said about q and k immediately after an increase in Temperature?”. Here so many websites are giving their answers and solutions. In this article, we explain what can be said about q and k immediately after an increase in Temperature. That means we will solve the problem and define the Temperature.

We want to give our best to result to readers to better understanding. So, I want to start with my article with good energy and confidence. Let’s start!There are different types of websites talking about this problem “What can be said about q and k immediately after an increase in temperature?”. That is very nice.

But some websites are not giving correct information about this question. Like “What can be said about q and k immediately after an increase in temperature?” So here I search so many sites of What can be said about q and k immediately after an increase in Temperature?.’ However , we will discuss “What can be said about q and k immediately after an increase in temperature?”. First of all, I will give you a definition of Temperature.

What is Temperature?

The measure of coldness or hotness expression is called Temperature. As a student, we must know the exact meaning of Temperature. The Temperature in terms of some scales. That is Fahrenheit and Celsius. Temperature shows how heat energy will flow. For example, If a person’s body is hot, that is measured as a high temperature. Or if a person’s body is cold, that is counted as a lower Temperature.

Consider this system at equilibrium. A(aq)<—>B(aq) deltaH=-750 kJ/mol

Consider this scheme at equilibrium. A(aq)<—>B(aq) deltaH=-750 kJ/mol What can be said about Q and K instantly after an increase in Temperature? A) Q > K because Q increased B) Q > K because K decreased C) Q < K because Q decreased D) Q < K because K increased E) Q = K because neither is charged. How will the system reply to a temperature increase? A) shift left B) shift right C) no change

Concepts and Reason

The balance continuous (K) of the response gives the relation between the attention of the products. The response measure is the calculation of the random stage of the reaction.

Le chatelier’s principle explains The result of temperature revolution on equilibrium.

[What can be said about Q and K immediately after an increase in Temperature?]

Consider the following equilibrium system.

A(aq)B(aq)H = +550 kJ/mol

[What can be said about Q and K immediately after a temperature increase?]

So, I want to double-check my understanding and reasoning for the solution.

Enthalpy has increased, indicating an endothermic reaction in which heat was introduced into the system to produce products. Hence, as heat increases, the system moves to the right, and more products are made. The equilibrium constant, K, will vary when the temperature changes. In this case, due to the increased heat, there will be more products. As a result, K will also increase, meaning that K > Q.

A positive enthalpy indicates that the reaction is endothermic. And heat is a reactant that must be added for the forward reaction to occur. When the Temperature rises, K rises, but Q does not change because the concentrations remain constant. As a result, Q K and the reaction tend towards products.

• First of all, we want to talk about how to find the value of “if x2 + xy + y3 = 1, find the value of y”’ at the point where x = 1″. Here we have so many websites to give an excellent answer to this question. Like chegg.com/, math.stackexchange.com/, homework.study.com/ and also etc. All these websites are trying to provide perfect and also proper solutions for students.

Question – if x2+xy+y3=1, find the value of y at the point where x =1

When I search for “if x2 + xy + y3 = 1, find the value of y”’ at the point where x = 1†I saw this below one,

They are not providing the exact answer for this “if x2 + xy + y3 = 1, find the value of y”’ at the point where x = 1″ question. No problem, we have so many other websites also. So next, we will look into math.stackexchange.com/. Let’s see what they are trying to say.

math.stackexchange.com

y′=−2y+3y2

Then trying to take the second derivative using the quotient rule.

• y′′=(y+3y2)(0)−(−2)(y+3y2)′(y+3y2)2
• (y+3y2)′=(1)(dydx)+6y(dydx)=−2y+3y2+−12yy+3y2=−2−12yy+3y2
• y′′=0−(−2)(−2−12yy+3y2)(y+3y2)2=−4+24yy+3y2(y+3y2)2=−4+24yy+3y2∗1(y+3y2)2
• y′′=4+24y(y+3y2)3

At this point, I’m not sure if this is right. But I went and tried for the third with a more quotient rule!

y′′′=(y+3y2)3(24)(dydx)−(4+24y)((y+3y2)3)′(y+3y2)6

Before I can finish that problem, I need the derivative of (y+3y2)3… for this, I need to use the chain Rule.

if f(x)=x3 then f′(x)=3x2 If we then let g(x)=y+3y2 then g′(x)=1+6y leaving us with…

3(y+3y2)2∗(1+6y)

Plugging that back into the rest of the problem, we get…

y′′′=(y+3y2)3(24)(dydx)−(4+24y)(3(y+3y2)2∗(1+6y))(dydx)(y+3y2)6

factoring out a (y+3y2)2, I get

y′′′=(y+3y2)2(y+3y2)(24)(dydx)−(4+24y)(3(1+6y))(dydx))(y+3y2)6

cancelling out for…

• y′′′=(y+3y2)(24)(dydx)−(4+24y)(3(1+6y))(dydx))(y+3y2)4
• y′′′=24y(1+3y)(dydx)−12(36y2+12y+1)(dydx)(y+3y2)4
• y′′′=−48y(1+3y)y+3y2+24(36y2+12y+1)y+3y2(y+3y2)4=−48y(1+3y)+24(36y2+12y+1)y+3y2(y+3y2)4

Then finally…

y′′′=−48y(1+3y)+24(36y2+12y+1)y+3y2∗1(y+3y2)4

y′′′=−48y(1+3y)+24(36y2+12y+1)(y+3y2)5

homework.study.com

According to homework.study.com, to solve the problem, “if x2 + xy + y3 = 1, find the value of y”’ at the point where x = 1″.

Question:

If x2+xy+y3=1, find the value of y′′′ at the point where x = 1. Use Implicit differentiation.

Implicit Differentiation and Quotient Rule

Any function f(w,s)=c is called an implicit function for that derivative of ′s′ w.r.t ′w′

is given by; s

dsdw=−(∂f∂w∂f∂s)

Let, function F(x)

in the form of fractions such that;

F(x)=p(x)q(x)

Derivative of F(x)

is given by;

dFdx=ddx(p(x)q(x))

dFdx=q(x)dpdx−p(x)dqdx(q(x))2

https://brainly.in

Given

x² + xy + y³ = 1

x = 1

To find

The value of y at the point where x = 1.

Solution

If x² + xy + y³ = 1

We can find the value of y at the point where x = 1 by substituting the value of x in the given equation.

So,

x² + xy + y³ = 1

Substitute x = 1,

1² + (1)y + y³ = 1

1 + y + y³ = 1

y + y³ = 1 – 1

[y + y³ = 0]

y ( 1 + y²) = 0

1 + y² = 0

y² = -1

y =

Final answer

The value of y at the point where x = 1 is

Answer

y = -1

4

Explanation

x2+xy+y3=1. (if x is 1)

1×2+1×y+y×3=1

2+y+3y=1. (put 2 to another side)

y+3y=1-2. add 3y and y,subtract1-2 )

4y=-1

y=-1 or y= (4)power -1

4

What Magnitude & Sign of Charge Q will Make Force on Charge Q Zero?

Usually, whenever we need to solve any type of problem, we should first search. In this article, we want to explain what Magnitude and Sign of Charge Q will Make the Force on Charge Q Zero. Here so many ways to solve this problem.

To solve this problem, “What Magnitude and Sign of Charge Q will Make the Force on Charge Q Zero?” I searched google and found the Answers on many sites. But in this regard, I saw so many different types of Answers.

Here I will explain my experience. Let’s look into this!

Explanation

Expert Q&A – Chegg.com

When I opened this chegg.com, for this “What magnitude and sign of charge q will make the force on charge q zero?” question, they explained the answer below follows:

What is the Equipotential Surface?

After chegg.com, I search for brainly.com. Here also brainly.com explain what magnitude and sign of charge q will make the force on charge q zero. The point on a charge q will be 0 when it is located on an equipotential surface.

An equipotential surface is a surface that refers to where the electric potential is. Here the point is constant. It won’t change its position. In that, we can find the electric field can be 0 and the force on the charge also 0.

When the charge is in an equipotential surface at that time, the magnitude and sign of q do not affect the force. Irrespective of the charge’s volume or character, if it is located on an equipotential surface, it will knowledge no net power.

Question

A square has a charge in the middle and four charges at each of the four corners that are each equal to Q. When the system is in equilibrium, q has the following value:

Solution – Correct option is B)

Step 1 : Calculate all the required distances between the charges :

side length of the square be a.

Figure shows that in ACD, AD2+CD2=AC2.

AC=2 a2+a2=AC2 a2+a2=AC2 a2+a2=AC2 a2+a

OC=2AC =2, however.

Step 2: Central charge equilibrium

Because of the diagonally opposite charges cancelling each other, the force on the central charge will be equal and opposite.

To find the value of q, we must first check the equilibrium of any one charge at the corner.

Step 3: Force generated by all of the charges at point C

Force on charge at C as a result of B, F1 =a2KQ2

Force on charge at C as a result of D, F2 =a2KQ2

Force on charge at C as a result of A, F4 =AC2KQ2 =2a2KQ2

Because of the q in the centre, there is a force on charge at C.

F3​=OC2KqQ​=a22KqQ

Step 4: Put the equilibrium condition into action at C:

To be in equilibrium, the net power substitute on charge at C must be zero.

As a result, F3 + F1 + F2 + F4 = 0.

Because (F1 = F2), the product of F1 and F2 (along OC, by symmetry) = F12 +F22 =2 F1

Also, because F3 and F4 are along OC, the magnitudes of the sum of these forces should be zero.

⇒ ∣F3​∣+2\s​∣F1​∣+∣F4​∣=0

a22KqQ + 2 a2KQ2 + 2a2KQ2 = 0

⇒2q=−(2\s​Q+2Q​)

⇒q=−4Q​(1+22\s​)

You can review the details of all the aids that are suitable for you, among all the aids you will choose, on Devletödemeleri com . You can definitely visit the website periodically to do your research. In this way, you will be informed about current news. It is also state which institutions provide assistance. You can admittance the details of the application method and application period according to the institutions.

Devletödemeleri com Natural Gas Assistance

It is possible to benefit from natural gas aid support through government payments . People in need of fuel should apply for this assistance. It is possible for those who will apply to learn the details from the website bilgiodemeleri.com.

Only in this way will you find out how your application is made and how much you will be paid. In addition, those in need who will apply should find out whether they will benefit from this aid on a regular basis.

You can master the details for each aid and apply for more than one aid. What you need to pay attention to is that there are not just a few applications from a single household. If more than one person in the household makes the same application, their applications may be deem invalid.

Applications to be made to the residence address must be made once for each application. You can learn the details of the applications and the current conditions on bilgiödemeleri.com. The support provide is deliver to those in need, and those in need can easily apply for assistance from the ministry or municipality.

Applicants who will apply first visit bilgiödemeleri.com , where they can learn the details and go through a more complete application process. Within the scope of support offer to people in need, most support is provided to needy families and no reward is expect.

Devletödemeleri com Financial Assistance

State payments present cash aid in the latest news. People in need who want to receive financial aid learn what conditions they must meet to receive this aid. You can learn about the details and conditions of the aid from a single website.

In this way, you can save time and get the details of the aid only from the website bilgidemesi.com. The information provided in all detailed explanations about the aid you will choose will help you to respond positively to your application.

You will help your application be positive by going through a complete application process. You will find out details about the aid and how much financial aid will be given. There are regular or one-time aids in financial aid.

Governmentpayments.com Application

You can easily find out which aid you can apply for and how, on the government payments page. Applications are generally made through the e-Government account. However, some assistance can only be provided by going to the directorate.

For this reason, it would be useful to examine in detail how you can apply. After learning all the conditions and details, you can fill out the application form. You also have the opportunity to review the most up-to-date assistance packages offered. In this way, it allows you to easily provide as much assistance as you need.

devletödemeleri com 1300 TL – 1400 TL Aid Application

Devletodemeleri.com families who want to apply for 1300 TL aid must have given birth since 2015. Applications for this social assistance, which can be apply by low-income people, can be applied through SASF. It is necessary to go to this SASF, that is, the Social Assistance and Solidarity Foundation, located in the district governor’s office building and fill out the application form.

Families born since 2015 will receive 300 TL for the first child, 400 TL for the second child and 600 TL for the third child. Click here for detailed information about maternity assistance.

Government Payments Stationery Allowance

Within the scope of State Payments Stationery aid, students will be give 1400 TL stationery support. Applications will be made online. Children from families in need will benefit from the aid. Students attending primary, secondary, high school and university education will benefit. To apply, log in to the e-government and type SOCIAL ASSISTANCE APPLICATION SERVICE in the search section and make your application. You can write that you want to get stationery help in the description section.

Government Payments Holiday Gift Bicycle Application Form

Within the scope of State Payments, holiday gifts will be distribute to students. Gaziantep Metropolitan Municipality will give free bicycles to primary, secondary and high school students. 100,000 bicycles to be distribute within the scope of the Sports Friendly City project will meet with children. In order to apply for a bicycle, an application must be made to the municipality. Then the metropolitan municipality will send a message to your phone and you will be able to go to the delivery point and pick up your bike.

The distribution of bicycles will not be limit to students. It will also be give to teachers, Imams and Municipality staff.