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sh_076
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sh_076
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sh_076
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sh_076
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oh I haven’t registered yet
I may register for December maybe

I am just understanding the process/patterns/type of questions right now
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mysterymanrog
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SATYAM7777
Is the sum of the prices of the 3 books that Shana bought less than $48 ? (1) The price of the most expensive of the 3 books that Shana bought is less than $17. (2) The price of the least expensive of the 3 books that Shana bought is exactly $3 less than the price of the second most expensive book.
1) If the most expensive book is less than 17 it can be max 17*3 or 51. So clearly ins

2) can have the case of 1,4,100 or 1,4,5. Ins.

3) In the worst case scenario, the most expensive book is 16,99, the middle expensive is 16.99 and the least expensive is 13.99 Which sums to under 48. Suff
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sh_076
“ Let probability of H be x and T be y Getting one H and one T is 2C1*x*y which is 1/3 meaning xy is 1/6 Now probability of getting 2H 2T is 4C2*x*x*y*y which is 6*(1/6)*(1/6) = 1/6” 2C1 and 4C2 are just number of ways we can get 1H 1T and 2H 2T combinations
Thank you so much for the precise explanation. Yes, it does help.
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sh_076
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Is it none of these?

Because of those who dint answer yes to q1 which is 3/5, we don’t know the further split?

or am I understanding this question wrong not sure
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sh_076
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Oh Nevermind, answer is “13/15” C

2/5 is q1Y
1/3* 2/5 is q1Y q2Y
Answer is 1 - q1Yq2Y
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if 2/5 is q1Y then 3/5 is q1N = 9/15

shouldn’t the answer be less or equal to 9/15?
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gmatophobia
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DS Question 1 - September 21

S is a set of n consecutive positive integers. Is the mean of the set a positive integer?

(1) the range of S is an even integer

(2) the median of S is a positive integer

Source: Magoosh | Difficulty: Hard

PS Question 1 - September 21

The function f(n) is defined as the product of all integers from 1 to n, inclusive, and the function g(n) is defined as the product of all odd integers from 1 to n, inclusive, where n is a positive integer. If p is a prime factor of {f(150)/g(150)} + 1, then which of the following must be true?

A. p < 10
B. 10 < p < 25
C. 25 < p < 50
D. 50 < p < 75
E. p > 75

Source: e-GMAT | Difficulty: Hard
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gmatophobia
PS Question 1 - September 21 The function f(n) is defined as the product of all integers from 1 to n, inclusive, and the function g(n) is defined as the product of all odd integers from 1 to n, inclusive, where n is a positive integer. If p is a prime factor of {f(150)/g(150)} + 1, then which of the following must be true? A. p < 10 B. 10 < p < 25 C. 25 < p < 50 D. 50 < p < 75 E. p > 75 Source: e-GMAT | Difficulty: Hard
F(150) is basically 150!
When divided by odd factors of g(n), i.e., 150
Remains from 150! are, 150x148x146x.....x2
So, all the odd ones are out and all remaining can be written as a multiple of 2

(2x75)(2x74)......

2 is a prime no.

+1 basically is just remainder

It is the smallest prime divisor, so it has to be greater than 75

Priyanshu2807
(2x75)(2x74)......
Simplified form is 2 with power of 75 x 75! +1
2^75 x 75! + 1
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Hey guys, just want to know what materials are best for practicing GMAT level questions and is any resources available for free of cost!!?
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Sakthi, do filter with tags and you would find tons of problems to practice here for free. The official problems are the best. Though I would advice you to try 750-800, 800+ to help you prep better (they’re extremely tough)
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If m and n are positive numbers and m/(m + n) = n/(m - n), what is the value of m/n?

can someone tell gow did they solve this question
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is this ds or ps? what are the options?
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Ami0Trafalgar
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I have put in all the steps for your understanding,
In the exam you will obviously skip some of the minor steps.

Hopefully it’s clear
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Even after attempting few GMAT club quant mocks, number of mocks getting increased in test section. Hence I am facing repeated questions. Has anyone else faced similar issue? I tried reaching to BB, but he is not responding,
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Tests are a very valuable resource
Almost every forum or video you see will suggest you not to burn through them quickly, rather take your time with preparation and once even preparation has been done. You should take a mock, since only then will you see significant progress and issues to work on.
I found this out the hard way by giving my mocks repeatedly and getting false positives.
Only attempt mocks when you’ve covered a significant amount of portion.

Hope this helps!
All the best for your prep.

*Once enough
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gmatophobia
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Ami0Trafalgar
I have put in all the steps for your understanding, In the exam you will obviously skip some of the minor steps.
1 - root(2) is an option. Its option A. Do you see a reason to reject it ;)
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Hi

successive-percentage-418837.html

can anyone have the solution to solve the above question?
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