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Bunuel
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Practice Questions Chat 01 Aug 2024, 07:38
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Critical Reasoning Butler: August 2024
August 1CR 1CR 2
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Bunuel
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Practice Questions Chat 01 Aug 2024, 07:41
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Data Sufficiency Butler: July 2024
July 31DS 1DS 2
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Bunuel
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Practice Questions Chat 01 Aug 2024, 07:42
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Data Sufficiency Butler: August 2024
August 1DS 1DS 2
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Soumya___Hariram
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Practice Questions Chat 01 Aug 2024, 10:29
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Anybody bought the mock tests 3 to 6 from mba.com?
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TheVDR
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Rahul885
Hi Guys, Can someone explain the language difference to look out for to understand if it is Simple growth rate or Compound growth rate?
organization ... 85045.html
Like in this question I thought that I have to use compound growth and couldnt solve the question.
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Clearly ambiguous. If members are increasing annually at a constant rate, then it should always be a compounding increase. This is the reason why I stick to official Quant questions or Quant questions posted by Bunuel.
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What Is the number of moves a chess player can make in the beginning?
8c1+8c1 (Pawns)+4 (Of Knight)

Or the question can be, what is the moves a player can make in their first step
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If this question has to be asked in the exam, the candidate must have known the game of chess already and it is never assumed as such. So this is not a type of question to be anticipated for the exam
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PrabhatKC
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Okay, yeah. I saw this question in my dream. So I’d like to know the answer, if its 8c1+8c1+4 or not
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Abhinavkhannan
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These type of Irrelevant questions reduce the morale and confidence of people who are genuinely trying to prepare. On a positive note, lets use this forum for constructive preparation and Gmat related discussions only.
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Bunuel
Data Sufficiency Butler: August 2024
August 1DS 1DS 2
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Is there no RC butler?
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PrabhatKC
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Abhinavkhannan
These type of Irrelevant questions reduce the morale and confidence of people who are genuinely trying to prepare. On a positive note, lets use this forum for constructive preparation and Gmat related discussions only.
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It’s still a question of combination, whose logic needs to be known, the logic isn’t out of GMAT’s scope
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PrabhatKC
What Is the number of moves a chess player can make in the beginning?
8c1+8c1 (Pawns)+4 (Of Knight)
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Each of the 8 pawns have 2 choices and each of the 2 knights have 2 choices each. 8*2 + 2*2 = 20 moves. Definitely, NOT a GMAT Question but I understand the curiosity.
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PrabhatKC
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Practice Questions Chat 02 Aug 2024, 03:37
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vardanrathi7
Each of the 8 pawns have 2 choices and each of the 2 knights have 2 choices each. 8*2 + 2*2 = 20 moves. Definitely, NOT a GMAT Question but I understand the curiosity.
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Um, why it’s not 8C2 (For pawns) but 8C1 and 8C1 separately?
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TheVDR
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But 8C1 + 8C1 makes no sense to me.

PrabhatKC
Um, why it’s not 8C2 (For pawns) but 8C1 and 8C1 separately?
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Exactly. 8C2 means choosing 2 things out of 8. 8C1 means choosing 1 thing out of 8. We are doing neither.
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Practice Questions Chat 02 Aug 2024, 03:39
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vardanrathi7
Exactly. 8C2 means choosing 2 things out of 8. 8C1 means choosing 1 thing out of 8. We are doing neither.
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Apparently 8C1+8C1+4 also adds up to 20
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Question: In a group consisting of 12 boys, there are 6 boys two each of whom share the names Sam, Martin, and James. The rest of the 6 boys have 6 different names, other than the names mentioned. Four boys from the group are selected for a party such that the boys with the same names are always together (i. e either all of them go or none of them goes). Find the probability that the boys named Sam go for the party?
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PrabhatKC
Apparently 8C1+8C1+4 also adds up to 20
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Apparently 19 + 1 also adds upto 20. But then it should also make some sense, right? You tell me, what purpose does a 8C1 do here? Out of what 8 things you are choosing 1...and then repeating this process?
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RcikDey
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RcikDey
Question: In a group consisting of 12 boys, there are 6 boys two each of whom share the names Sam, Martin, and James. The rest of the 6 boys have 6 different names, other than the names mentioned. Four boys from the group are selected for a party such that the boys with the same names are always together (i. e either all of them go or none of them goes). Find the probability that the boys named Sam go for the party?
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Can someone assist me with this?

RcikDey
Question: In a group consisting of 12 boys, there are 6 boys two each of whom share the names Sam, Martin, and James. The rest of the 6 boys have 6 different names, other than the names mentioned. Four boys from the group are selected for a party such that the boys with the same names are always together (i. e either all of them go or none of them goes). Find the probability that the boys named Sam go for the party?
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the MCQ choices are: a> 3/41; b> 10/41; c> 17/63 d> 15/63
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PrabhatKC
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vardanrathi7
Apparently 19 + 1 also adds upto 20. But then it should also make some sense, right? You tell me, what purpose does a 8C1 do here? Out of what 8 things you are choosing 1...and then repeating this process?
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8C1 I thought was like, 8 pawns choosing 1 square to move forward
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A watermelon Contain 90% water. If 10 kg water evaporates then a new watermelon is formed having 80% water. Find the weight of original watermelon. (A) 11. 111kg (B)20kg (C) 81kg (D) 15kg

I have confusion in option A AND B
WHICH WILL BE CORRECT?

My ans is 20kg
And given ans is 111.11kg
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