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26 Apr 2019, 06:24
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Be sure to select an answer first to save it in the Error Log before revealing the correct answer (OA)!
Difficulty:
35%
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Question Stats:
72% (01:52) correct
28%
(01:47)
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If the smaller of 2 consecutive odd integers is a multiple of 5, which of the following could NOT be the sum of these 2 integers?
A. –8
B. 12
C. 22
D. 52
E. 252
PS91602.01
Quantitative Review 2020 NEW QUESTION
A. –8
B. 12
C. 22
D. 52
E. 252
PS91602.01
Quantitative Review 2020 NEW QUESTION
30 Apr 2019, 05:29
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Our smaller integer is an odd multiple of 5, so is equal to 5x where x is odd. Our numbers are consecutive odd numbers, so the other is 5x+2. Their sum is thus 10x + 2, where x is odd. So if the answer is going to be positive (we can look at answer A later if we need to), the tens digit will be odd (since when we find 10x, we're just sticking a 0 on the end of some odd number), and the units digit will be 2. So we can't possibly get 22 as our answer.
29 Apr 2019, 08:39
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Since all options are even and numbers are consecutive ,they can be found by dividing the options by two and adding and subtracting one.
For eg -12/2 =6,so numbers are 5 and 7.Since the smaller number is multiple of 5 ,condition is satisfied.
if we look at options one by one beginning with A, A and B satisfy.C does not .No need to check further since time is less.
Ans.C
For eg -12/2 =6,so numbers are 5 and 7.Since the smaller number is multiple of 5 ,condition is satisfied.
if we look at options one by one beginning with A, A and B satisfy.C does not .No need to check further since time is less.
Ans.C
