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Thanks. There is just one PS question from OG 24-25. 👀

Damn But don’t worry, I have OG 25 and I regularly check questions to check "real" difficulty and I’ve always found all of them on GMAT Club with the OG 2022 tag (probably because there are not many new questions on OG 25 compared to last editions)

Hi, is this chat the right place to find a study buddy? I am a bit lost to this forum, please let me know.

Search by group title - ’GMAT Study Partners’, and post your request there You can use this link - looking-for-a-study-buddy-sign-up-here-248276.html

Hello, wanna ask about magoosh vs eGMAT, which one do you guys prefer? There are discounts for both thank you in advance

A grandmother has C candies and G grandchildren such that 4≤ G≤ 10≤ C. Is it possible for the grandmother to evenly distribute all C candies to her G grandchildren? (1) It is possible for the grandmother to evenly distribute 11C candies to her G grandchildren. (2) It is possible for the grandmother to evenly distribute 7C candies to her G grandchildren. Statement (1) ALONE is sufficient, but statement (2) alone is not sufficient. Statement (2) ALONE is sufficient, but statement (1) alone is not sufficient. BOTH statements TOGETHER are sufficient, but NEITHER statement ALONE is sufficient. EACH statement ALONE is sufficient. Statements (1) and (2) TOGETHER are NOT sufficient. Can anyone help me solve this and also explain. I don’t understand what is going the answer

Should the answer be E? We are given C>=10 and G = 4,5,6,7,8,9,10 1. 11 candies distributed evenly to 7 children - not possible 2. 7 candies distributed evenly to 7 children. But we are given that candies are 10 or more. - not possible

u need to check for a definitive Yes or No in case of statements statement 1 can never satisfy the ques. since there are no multiples of 11 in the sample space hence keep it. whereas statement 2 is a yes/no; yes for when C=7 no for other cases. Ans. A

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