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Quantitative Aptitude
List of top Quantitative Aptitude Questions on Integers
Let
\(n\)
and
\(m\)
be two positive integers such that there are exactly
\(41\)
integers greater than
\(8^m\)
and less than
\(8^n\)
, which can be expressed as powers of
\(2\)
. Then, the smallest possible value of
\(n +m\)
is
CAT - 2023
CAT
Quantitative Aptitude
Integers
The number of integers that satisfy the equality
\((x^2-5x+7)^{x+1} = 1\)
is
CAT - 2020
CAT
Quantitative Aptitude
Integers
In how many ways can a pair of integers
\((x , a)\)
be chosen such that
\(x^2-2|x|+|a-2|=0\)
?
CAT - 2020
CAT
Quantitative Aptitude
Integers
If a, b and c are positive integers such that ab = 432, bc = 96 and c < 9, then the smallest possible value of a + b + c is
CAT - 2020
CAT
Quantitative Aptitude
Integers
Let A, B and C be three positive integers such that the sum of A and the mean of B and C is 5. In addition, the sum of B and the mean of A and C is 7. Then the sum of A and B is
CAT - 2020
CAT
Quantitative Aptitude
Integers
What is the largest positive integer n such that
\(\frac{n^2+7n+12}{n^2-n-12}\)
is also a positive integer?
CAT - 2019
CAT
Quantitative Aptitude
Integers
For any positive integer n, let f(n) = n(n + 1) if n is even, and f(n) = n + 3 if n is odd. If m is a positive integer such that 8f(m + 1) - f(m) = 2, then m equals
CAT - 2019
CAT
Quantitative Aptitude
Integers
Consider a function ƒ satisfying ƒ(x + y) = ƒ(x)ƒ(y) where x,y are positive integers , and ƒ(1) = 2 . If ƒ(a+1) + ƒ(a+2) + ... + ƒ(a+n) = 16(2n - 1) then a is equal to
CAT - 2019
CAT
Quantitative Aptitude
Integers