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Hi, sorry to interrupt, but I wanted to ask for your opinion on which is better, Manhattan or Kaplan (generally speaking). I’m planning to take the GMAT in July and am currently only using the Official Guide (OG) for preparation. Thanks in advance!

You should be able to very easily answer that question yourself because Manhattan stopped publishing their books before gmat focus, so the only GMAT focus - ready books are Manhattan
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Where do I find the questions from yesterday’s youtube live gmat test? I came across a question it asked what’s the probability that the 4 digit passcode containing one digit primes is a multiple of 12. The answer should have been 0 however there wasn’t any such option

Non repeating
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last-year-a-certain-company-began-manufacturing-product-x-144141.html#p1155395

Hello can someone help me with this

I was confused, I knew 21000 units would not be able to get profit. Then I tried 21001 and it would still not be enough.
And I concluded that the information provided is still not enough.
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For some reason I believe the answer have to justify every condition >21000 I know that’s not correct can someone clarify
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RITESH1984
For some reason I believe the answer have to justify every condition >21000 I know that’s not correct can someone clarify
Stmt 2 is enough.
Total Cost = 100000 + 0.05*(Total Revenue)
We are told the Co. made a profit, to Total Revenue muse be greater than Total Cost(TR > TC)
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Alright thank you
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RITESH1984
I was confused, I knew 21000 units would not be able to get profit. Then I tried 21001 and it would still not be enough.
And I concluded that the information provided is still not enough.
Choice B is interesting here.
it tells us that Selling Price SP = $5>
Say, n is the number of units sold.
-> Revenue = 5n
-> Expense = 100,000 + 0.05(5n) = 100,000 + 0.25n
We are given that profit was made.

So, Revenue - Expenses > 0

i.e.,
5n > 100,000 + 0.25n
=> 4.75n > 100,000
=> n > 100,000 / 4.75

Calculate 100,000/4.75 this is a value greater than 21000.

Thus,
n>21000.
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If I(-1/2)x+3l<10
Which must me true?
A)x>-100
B)x>0
C)14<x<26
D)none of the above

Can someone please help explain the answer to me?

I’ve been marking the wrong answer to this. Not able to get to the correct answer.
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Rohit_842
Where do I find the questions from yesterday’s youtube live gmat test? I came across a question it asked what’s the probability that the 4 digit passcode containing one digit primes is a multiple of 12. The answer should have been 0 however there wasn’t any such option

Non repeating

Check here: https://gmatclub.com/forum/a-pass-code- ... 97877.html Hope it helps.
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Chandrika1010101
If I(-1/2)x+3l<10
Which must me true?
A)x>-100
B)x>0
C)14<x<26
D)none of the above
I guess A should be the answer?

If we simplify the given inequality, we get -14<x<26.

A) all values in the range -14<x<26 satisfy x>-100. Thus, A must be true.
B) x>0 need not be true. For instance, what if x = 0? The inequality is still satisfied. We can see that x can take some negative values too (-12, say).
C) Need not be true. We can see that values such as x = 0 and x = 6 will also satisfy the inequality

So, overall, choice A works. All legit values satisfying the inequality are >-100.
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