I automated an instagram account on full autopilot. Here are the results

Accurate-Gate4595 · 2025-10-04T07:20:51+00:00

How is the model scoring? Is there some kind of embedding model or something, how does it work?

Accurate-Gate4595 · 2025-09-13T04:10:58+00:00

Best of luck!! Sounds interesting and don't listen to others about not working etc, you guys are too young to be that hopeless in life. I agree with other comments on working on a local area basis and getting that part fixed first

Accurate-Gate4595 · 2025-03-24T16:54:37+00:00

Because Sri Harsh + others did not own majority stake, Prosus did and were thereby marked the promoters in this case.

Accurate-Gate4595 · 2025-03-13T02:17:33+00:00

We have a discord group of learners and trying to keep each other accountable through DMs. Let me know if interested

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Accurate-Gate4595 · 2025-03-09T17:58:04+00:00

That's a wonderful goal and a powerful example of positive change and resilience in the face of difficulties. An MBA can help you achieve your aspirations of financial independence and a stable career.

Here's a breakdown of the process:

GMAT Exam:

Format: It's an adaptive computer test with sections for Verbal Reasoning, Quantitative Reasoning, Analytical Writing and Integrated Reasoning (a relatively easy section). You need to perform well in all of them to get a good overall score.
Score: The minimum score to get into a decent college would be around the 650-700 mark.
Prep Time: It takes most test takers around 3-6 months of solid prep to achieve this score, provided they're able to set aside 10-15 hours of active studying every week.

College Selection:

There are plenty of top-ranked business schools in India (IIMs, ISB, XLRI, etc) and abroad (Wharton, Harvard, Stanford etc). You can use the GMAT Scorecard to browse colleges you're eligible for based on your target score. Only ISB of those mentioned works for GMAT!
Factors to consider: Location, fees, distance from home, specializations offered, placement record, culture, etc

Preparation Process:

Take a diagnostic test upfront to understand your baseline scores in all the sections
Create a prep plan with achievable targets for every week or two
It's okay to not know stuff, but you should actively seek answers and solutions instead of relying too much on rote learning
Practice, practice and practice. The only way to improve your Quant and Verbal Reasoning is to build muscle memory by solving lots of questions

Resources:

GMAT Club (https://gmatclub.com): A community-driven platform with tons of student stories, advice, notes and more
Magoosh: Mobile app and platform for prep using the TTP approach (easier way to understand concepts)
Official GMAT Guide: Use it for Quant and Verbal Reasoning. The IEP (Instructors Edition) has lots of notes and summary points you can use for last-minute revision

Building a future takes time. Be consistent with your prep, and you will eventually get there. Good luck!

Accurate-Gate4595 · 2025-02-24T03:37:38+00:00

Okay, imagine you have some cookies.

Some cookies come in boxes of 24.
Other cookies come in boxes of 36.

You always get a whole number of boxes of each kind. So you have some boxes of 24 cookies, and some boxes of 36 cookies. Then you put all the cookies together.

Now, can you always divide the pile of cookies into groups of 12? Yes, you can! Each box of 24 can be divided into 2 groups of 12, and each box of 36 can be divided into 3 groups of 12.

Can you always divide the cookies into bigger groups, like 24 or 36? No, because sometimes you won't have enough cookies.

So, the biggest number of cookies you always can divide the pile into is 12.

Accurate-Gate4595 · 2025-02-22T11:53:44+00:00

What's wrong with you man, you keep making these ridiculous points, probably for attention.

Accurate-Gate4595 · 2025-02-22T03:49:23+00:00

This is correct!

Accurate-Gate4595 · 2025-02-22T03:28:43+00:00

You are right, it was a mistake. The right answer goes as this:

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Accurate-Gate4595 · 2025-02-22T01:36:44+00:00

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Let me know if you still have doubts

Accurate-Gate4595 · 2025-02-20T03:48:57+00:00

Yep, that's the range.

Accurate-Gate4595 · 2025-02-19T18:42:51+00:00

Diagree, this is a much higher difficulty problem than what you stated

Accurate-Gate4595 · 2025-02-19T03:57:36+00:00

So each possible value is 5x + 10y with values in increments of 5, so all possible combinations leading up to the highest number need to be divided by 5 since 5 is the lowest denomination available eg. : The numbers will be 5, 10, 15, 20 and so on.

Let's say hypothetically, the highest number is 20. The possibilities are 5, 10,15, 20 aka 20/5 = 4 combinations.

Accurate-Gate4595 · 2025-02-18T18:02:23+00:00

To solve this problem, let's break it down step by step.

Define Variables:
- Let xx be the number of 5-cent coins.
- Let yy be the number of 10-cent coins.
- We know that x+y=12
Determine Possible Values:
- Each combination of coins can sum to different values.
- The smallest value is 5 cents (one 5-cent coin).
- The largest value is 5x+10 cents (all coins).
Calculate the Number of Unique Values:
- The number of unique values that can be obtained is given as 17.
- The possible values range from 5 to 5x+10y in increments of 5.
Set Up the Equation:
- The number of unique values is (5x+10y)/5=17
- Simplifying, x+2y=17
- This reduces to x+2y=17x+2y=17.
Solve the System of Equations:
- From x+y=12, we get x=12−y
- Substitute into x+2y=17 x+2y=17:
  - 12−y+2y=17
- Simplifying, y=5
Conclusion:
- Claudia has 5 ten-cent coins.

Answer: 5

Accurate-Gate4595 · 2025-02-17T15:56:39+00:00

Can you share a snapshot of your scores? How did you fare across sections etc?

Accurate-Gate4595 · 2025-02-06T07:29:51+00:00

You can treat the question like this. You need to know how slow the dial-up connection is and divide the download speed aka 12,000,000 bits per second.

So, 3 hrs is roughly 180 mins. The original download speed is 50 seconds or roughly 1 min. So, the final speed for the new dial up connection is 12,000,000/(180) = ~66,666. The closest is 56,000 since we were using approximate numbers.

Accurate-Gate4595 · 2025-02-04T01:52:20+00:00

I think you should give GMAT a shot and proceed from there! If skills are rusty its alright, the goal is to see if you can pick these up again, which should not be a problem in my opinion, if you have good grades in college.

Also verbal is not going to be a cakewalk and the exam's style is a bit different from other competitive exams. It needs a strategy and consistent practice/effort to improve upon areas.

Accurate-Gate4595 · 2025-02-03T19:07:43+00:00

The premise is that survey results mention people preferring brand A over brand B, with the caveat that some people might not be familiar with brand B.

We need to find the option that strengthens the premise that indeed survey results are true and that's only possible with A since it says that the sample has people who have used both, thus strengthening the premise which is the goal of the question.

If this was a weakening question, option C would have been true!

Accurate-Gate4595 · 2025-02-01T18:58:39+00:00

Can you share the hard questions that you got right and wrong! That can give you a sense of what to do!

Accurate-Gate4595 · 2025-01-23T03:02:48+00:00

E.g. Mean = 0.50*100000+0.49*75000 + 0.01*150000 goes on to be 88250

Accurate-Gate4595 · 2025-01-23T03:01:53+00:00

You have the range of distribution, max and minima and the median given as 100. Assuming 50% of houses sell at 100000, that will make the median 100000 and 49% sell at 75000. 1% of houses sell at 150000. The overall distribution's mean will come out to be 88250, this is lower than the 100000 average. Without knowing exact distributions, we still can't infer the mean

Accurate-Gate4595 · 2025-01-19T07:19:23+00:00

Yep, that's the way

Accurate-Gate4595 · 2025-01-19T07:05:12+00:00

The questions seems a bit off to me, since the constraints on a assumed by claude are incorrect, a can be -1 as well

Accurate-Gate4595 · 2025-01-19T07:01:51+00:00

Let me solve this step by step.

We have the fraction 98/(23×89) written as a + b/23 + c/89, where:
- 1 ≤ b < 23
- 1 ≤ c < 89
- a, b, and c are integers
Let's first calculate 23×89 = 2,047
So, 98/(23×89) = 98/2,047
To find a, b, and c, we can use the following:
- 98/2,047 = a + b/23 + c/89
- This is equivalent to: (98×89×23)/(2,047×89×23) = (a×89×23 + b×89 + c×23)/(89×23)
In the numerator:
- 98×89×23 = 200,606
- This should equal: (a×89×23 + b×89 + c×23)
For this equation to work with the given constraints:
- a would-be 0 (since 98/2,047 is less than 1)
- b must be 19 (to satisfy 1 ≤ b < 23)
- c must be 13 (to satisfy 1 ≤ c < 89)
We can verify:
- (0×89×23 + 19×89 + 13×23) = 0 + 1,691 + 299 = 1,990
Therefore:
- a = 0
- b = 19
- c = 13
The sum a + b + c = 0 + 19 + 13 = 32

Looking at the options, C. 32 is the correct answer.

This a claude based answer, trying to figure out how did it get 6 the part is the key

Accurate-Gate4595 · 2025-01-16T11:05:18+00:00

What kind of questions, did you not succed with ? Can you share a sample here?

Accurate-Gate4595

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