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Let F(x) be a function that F(x) * F(x + 1) = - F(x - 1) * F(x - 2) * F(x - 3) * F(x - 4) for all x >= 0.Given the values of If F(83) = 81 and F(77) = 9 then the value of F(102) equals to(a) 27(b) 54(c) 729(d) Data Insufficient

It would have been great, if beginners who are trying to attempt questions would have segregated questions based on their difficulty, easy, hard and medium questions are given all together, looking at the score, i am worried, thinking i am not able to crack these questions.

Hello,

I am currently a BCA student at Allahabad University (AU) and preparing for the CAT exam. I had a query regarding the MBA admission process.

My final semester (Semester 6) exams are usually conducted in May, but the results are typically declared around July or August.

In this situation, during the MBA admission process (especially for IIMs and other colleges), what should I do if my final result is not yet declared? Will a provisional certificate or proof stating that I have appeared for the final exams and that the result is awaited be acceptable?

Kindly guide me on how to handle this situation.

Thank you.

Why DILR sets are so much easy in Daily targets ??

Ssc gd

I am a 2024 graduate from NMIMS. 9 months gap after that and then i started working. Now i have 1 yr of workex and CFA ( all levels cleared). I have office for almost 9-10 hrs in the week. Could you please help me with a strategy.

What is the effective way to read Aeon essay? Should we summarize each para like we do for RCs? Its taking around 1hr to complete an essay.

For finding if the set of three linear equations (each with three variables) have a consistent solution, the method that is being followed is the Discriminant method - some matrics method - i am a NE from humanities background - finding it difficult to grasp - is there any alternate method? For e.g. this question (below):
For what values of p does the following equations have consistent set of infinite solutions:
x + 2y + 3z = -2
4x + 5y - 6z = 4
6x + 8y - mz = p

what do u recommend for practicing its good to practice from study material or study room