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Hey guys.
I took the gmat FE yesterday and I have got the mail saying I can view my official score.
When will I be able to see my score in individual sections? I can only see the final score on my account.
I can’t even see the overall percentile and the sectional percentiles
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Nullbyte
Hey guys. I took the gmat FE yesterday and I have got the mail saying I can view my official score. When will I be able to see my score in individual sections? I can only see the final score on my account. I can’t even see the overall percentile and the sectional percentiles
Are you checking on the mobile browser or a desktop based one ? I had trouble opening it on the mobile browser as score expansion pop-up wasn’t appearing
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Aryaa03
Are you checking on the mobile browser or a desktop based one ? I had trouble opening it on the mobile browser as score expansion pop-up wasn’t appearing
Oh yeah. I’m opening it on my mobile phone.

I’ll check on desktop
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Hello guys , can anyone respond that GMAT is a totally objective or some subjective questions may appear
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Three fair six sided dice , each numbered 1 to 6, are rolled once. What is the probability that resulting three numbers are in the arithmetic progression( an arithmetic progression is a sequence of numbers such that the difference between the consecutive terms is constant)?
A 1/36
B 1/18
C 1/9
D 1/6
E 7/36

Can someone please help me with this ?
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munkeyfu
Three fair six sided dice , each numbered 1 to 6, are rolled once. What is the probability that resulting three numbers are in the arithmetic progression( an arithmetic progression is a sequence of numbers such that the difference between the consecutive terms is constant)?
A 1/36
B 1/18
C 1/9
D 1/6
E 7/36

Can someone please help me with this ?
­That question is discussed here:

https://gmatclub.com/forum/three-fair-s ... 97658.html

Hope it helps.
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Sorry but I didn’t understand the explanation in it

The solution says that 1:1:1 rolled is also an arithmetic progression
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The solution says that 1:1:1 rolled is also an arithmetic progression
Yeah, because (1,1,1), (2,2,2), (3,3,3)… are all in AP because d=0 in this case
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Okay than you

Got it now
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What’s the answer to this question? The discussion on the thread doesn’t seem to be conclusive..
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research11
What’s the answer to this question? The discussion on the thread doesn’t seem to be conclusive..
­
You can check the correct answer under the OA spoiler in the first post. For that question, OA is E. Check solution here: 

https://gmatclub.com/forum/three-fair-s ... l#p3066810
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Hi, I struggle with this question ? can anyone help me solve it ?

Q: bob expected to spend 9€ to buy a given amount of pasta at a fixed rate per pund. Instead, the price increase by 0.2 per pound, and thus spent 9€ for half the quantity. How much did bob spend on the salad?

A:
1.8,
1.85,
1.90,
1.95,
2.00
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khaos3787
Hi, I struggle with this question ? can anyone help me solve it ?

Q: bob expected to spend 9€ to buy a given amount of pasta at a fixed rate per pund. Instead, the price increase by 0.2 per pound, and thus spent 9€ for half the quantity. How much did bob spend on the salad?

A:
1.8,
1.85,
1.90,
1.95,
2.00
­Check here: 

https://gmatclub.com/forum/bob-expected ... 15544.html

Hope this helps.
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Data Sufficiency Butler: April 2024
May 7DS 1DS 2
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10 years ago, average age of a six member family was 30 years. Find the present average age of the same family. If a baby was born 6 years ago and a person aged 52 years died two years ago.
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Since avg age was 30 years, 10 years ago, now the avg age must be 40 years. So, total years = 40*6 = 240 but two years ago we lost a 52 years old guy, who would have been 54 years by this year and a baby was added 6 years ago, adjusting for these in the total = 240-54+6 = 192 years. Total guys = 6+1-1 = 6. Average age of family today = 192/6 = 32 years.
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