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weekly revision || Quantitative Aptitude || CAT 2021 || 23 May
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Question 1
If how many ordered pairs of solutions for x and y exist such that x, y are natural numbers?
Question 2
Which of the following statement(s) is/are true?
I. 2400 > 3300
II. 3400 > 4300
Question 3
Let p(x) be a quadratic polynomial such that p(0)=1. If p(x) leaves remainder 4 when divided by x−1 and it leaves remainder 6 when divided by x+1; then:
Question 4
If p = √11 - √10, q = 3 - 2√2, r = √14 - √13, s = 2√3 - √11 and t = √10 - 3, then:
Question 5
Find the ratio a : b for the maximum possible value of f(x) = 8 – (5a – 2b)2 :
Question 6
If the maximum value of (x – 6)(y + 5)(z – 4) is 216, where x, y and z N, then find the value of x + y + z:
Question 7
If g(x) = f(x2) − f(x) − 6
How many solutions exist for g(x) = 0?
Question 8
Find the minimum value of x2 + 3x + 2 + |x + 2|
Question 9
A function , where . If the domain of function f(x) is x ≥ 1; which of the following could be the domain of h(x)?
I. all real numbers except 0
II. x ≥ 0
III. x ≤ - 1
Question 10
When the curve y = log1/10 x and y = 16 −x2 are drawn in the x − y plane, how many times do they intersect for value x ≥ 0?
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May 23CAT & MBA