writeGPT - OpenAI's GPT prompt assistant

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Introduction:
Enhance browsing efficiency and optimize content creation with writeGPT web extension.
Added on:
Mar 07 2023
Monthly Visitors:
8.2K
Social & Email:
Free
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writeGPT - OpenAI's GPT prompt assistant Product Information

What is writeGPT - OpenAI's GPT prompt assistant?

writeGPT is a multi-function web extension designed to enhance browsing efficiency and optimize content creation and consumption. It harnesses the power of Chat GPT on any website, allowing users to easily rewrite, reposition, and summarize content, automatically write or reply to emails, research flawlessly, review code, and even translate on the spot. With facilitated prompt engineering, users can customize their outputs based on their needs, context, goals, product, audience, and style.

How to use writeGPT - OpenAI's GPT prompt assistant?

To use writeGPT, simply install the web extension on Google Chrome. Once installed, you can activate the extension on any website by selecting the content you want to work with and pressing 'Command + E' on MacOS or 'CTRL + Y' on Windows. The extension will then provide suggestions and options for rewriting, summarizing, replying to emails, and more. Users can also access the mobile version of writeGPT by accessing the website from their mobile browser.

writeGPT - OpenAI's GPT prompt assistant's Core Features

Harness GPT for vast use-cases on any website

Rewrite and reposition any content

Write or reply to emails automatically

Summarize any article or content source

Research flawlessly

Fix and review code

Translate on the spot

Assisted prompt writing

writeGPT - OpenAI's GPT prompt assistant's Use Cases

#1

Content creation and consumption

#2

Email automation

#3

Article summarization

#4

Efficient research

#5

Code review and fixing

#6

On-the-spot translation

FAQ from writeGPT - OpenAI's GPT prompt assistant

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Analytic of writeGPT - OpenAI's GPT prompt assistant

writeGPT - OpenAI's GPT prompt assistant Website Traffic Analysis

Visit Over Time

Monthly Visits
8.2K
Avg.Visit Duration
00:00:41
Page per Visit
1.32
Bounce Rate
75.93%
Dec 2022 - Mar 2025 All Traffic

Geography

Top 5 Regions

India
26.79%
Japan
22.26%
China
17.62%
United States
11.45%
Brazil
9.36%
Dec 2022 - Mar 2025 Desktop Only

Traffic Sources

Direct
46.01%
Search
39.46%
Referrals
10.80%
Social
2.89%
Display Ads
0.75%
Mail
0.09%
Dec 2022 - Mar 2025 Worldwide Desktop Only

Social Listening

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YouTube
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9:58

The 13 BEST AI Tools to Study Smart - Super Learning Tools

After 3 weeks of searching, these are the 13 best AI tools that I personally found most useful as a student. Making flashcards, studying efficiently, faster research.... cutting down on all the passive tasks that waste your time.... we got it all in this one. Enjoy :) Learning better Wisdolia - https://www.wisdolia.com/ Socratic (on istore/google play) - https://socratic.org/ Shiken- https://app.shiken.ai/ Reading efficiently Genei- https://www.genei.io/ WriteGPT- https://writegpt.ai/ Wiseone- https://wiseone.io/ Research faster Consensus- https://consensus.app/search/ Elicit- https://elicit.org/ Improving Productivity Merlin- https://www.merlin.foyer.work/ Notion- https://www.notion.so/product/ai Tome- https://tome.app/ Create Businesses + Projects Mixo- https://www.mixo.io/ Canva (magic design)- https://www.canva.com/magic-design/ Runway- https://runwayml.com/ Chapters⏳ 0:00- Intro 0:31- LEARN BETTER 0:38- Wisdolia 1:11- Socratic 1:42- Shiken 2:35- READ / UNDERSTAND EFFICIENTLY 2:40- Genei 3:32- WriteGPT 3:52- Wiseone 4:38- RESEARCH FASTER 4:41- Consensus 5:33- Elicit 6:00- FAVORITE PRODUCTIVITY TOOLS 6:04- Merlin 6:50- Notion 7:29- CREATE BUSINESSES + PROJECTS 7:33- Mixo 8:13- Canva 8:38- Runway 9:05- Tome 9:25- Final Thoughts ------------------------------- Socials & Links 📣 INSTAGRAM: zain_asiif EMAIL: zainasif2000@gmail.com WEBSITE for IB / A-Level Students: https://www.unlockib.com/ I hope the video added some sort of value to your life... If you enjoyed the video, please show some love and drop a like + comment!! 🌟 Share it with friends that you think would like it or benefit from it too 💥 And subscribe for more videos every week! 🔔

Zain Asif
Aug 21 2023
10.3K
25
28:05

Rational Numbers Chapter 1 Schand smart maths || Exercise 1.1 || #examscore #skgupta #cbsemaths

Title: Understanding Rational Numbers: A Beginner's Guide Introduction: Hello everyone, welcome to my channel. In this video, we will be discussing rational numbers. Rational numbers are an essential part of mathematics, and they are used in various fields such as science, engineering, and finance. So, let's dive into the world of rational numbers. What are Rational Numbers? Rational numbers are numbers that can be expressed as a ratio of two integers. In other words, they are numbers that can be written in the form of p/q, where p and q are integers, and q is not equal to zero. For example, 2/3, 5/7, and -4/9 are all rational numbers. Properties of Rational Numbers: Rational numbers have some unique properties that make them different from other types of numbers. Let's discuss some of these properties. 1. Closure Property: The sum, difference, product, and quotient of two rational numbers are always rational. 2. Commutative Property: The addition and multiplication of rational numbers are commutative. In other words, a + b = b + a and ab = ba. 3. Associative Property: The addition and multiplication of rational numbers are associative. In other words, a + (b + c) = (a + b) + c and a(bc) = (ab)c. 4. Identity Property: The sum of any rational number and zero is the rational number itself. Similarly, the product of any rational number and one is the rational number itself. 5. Inverse Property: Every rational number has an additive inverse and a multiplicative inverse. The additive inverse of a rational number a/b is -a/b, and the multiplicative inverse of a/b is b/a. Examples: Let's solve some examples to understand rational numbers better. 1. Add 2/3 and 5/6. Solution: We need to find a common denominator to add these two fractions. The least common multiple of 3 and 6 is 6. So, we can write 2/3 as 4/6 and 5/6 as 5/6. Now, we can add these two fractions as (4+5)/6 = 9/6. But, 9/6 is not in the simplest form. We can simplify it by dividing both the numerator and denominator by their greatest common factor, which is 3. So, the final answer is 3/2. 2. Multiply -3/4 and 2/5. Solution: We can multiply these two fractions as (-3/4) x (2/5) = -6/20. But, -6/20 is not in the simplest form. We can simplify it by dividing both the numerator and denominator by their greatest common factor, which is 2. So, the final answer is -3/10. Conclusion: Rational numbers are an essential part of mathematics, and they have various applications in real life. In this video, we discussed what rational numbers are, their properties, and solved some examples to understand them better. I hope you found this video informative and helpful. Thank you for watching, and don't forget to like and subscribe to my channel for more such videos. create with https://writegpt.ai

EXAM SCORE
Apr 14 2023
4.5K
16

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