AP ICET 2017 Shift 2

Instructions

A question is followed by data in the form of two statements labelled as I and II. You must decide whether the data given in the statements are sufficient to answer the questions.

Question 11

Will it be a Monday tomorrow?
I. Every Sunday is a holiday.
II. Today is not a Sunday.

Video Solution

Question 12

If a, b, c are integers, is a + b + c divisible by 3?
I. a > b > c
II. a - b = b - c = 2

Video Solution

Question 13

What is the length of the line segment AB on the straight line PQ?
I. AP = BQ = 25 cm.
II. PQ = 300 cm.

Video Solution

Question 14

For real numbers a, b and c. what is the value of a + b + c?
I. ac = 16.
II. a, b, c are in a geometric progression.

Video Solution

Question 15

Is $$A \cap C = \varnothing$$
I. $$A \cap B = \varnothing$$
II. $$B \cap C = \varnothing$$

Video Solution

Question 16

Is the integer n divisible by 120?
I. $$n = k(k^2 - 1)(k^2 - 4)$$ for some integer k.
II. n is divisible by 4 and 30.

Video Solution

Question 17

For real numbers $$a, b$$ and $$c$$, is $$(a - b)^c > 0$$?
I. a < b
II. c is divisible by 16

Video Solution

Question 18

For any real number x. the greatest integer not exceeding x is denoted by[x]. If [a] = 5 for some a, then what is [2a]?
I. $$a - [a] = \frac{2}{3}$$
II. a is a rational number

Video Solution

Question 19

Fora polynomial p(x), is x - 1 a factor of p (2x - 1)?
I. p(3) = 0
II. p(1) = 0

Video Solution

Question 20

What is the maximum possible length of the rod that can be placed in the box with rectangular base?
I. The area of the base of the box is given as a square units.
II. The height of the box is given as h units.

Video Solution

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CAT Content

AP ICET 2017 Shift 2

Will it be a Monday tomorrow?I. Every Sunday is a holiday.II. Today is not a Sunday.

If a, b, c are integers, is a + b + c divisible by 3?I. a > b > cII. a - b = b - c = 2

What is the length of the line segment AB on the straight line PQ?I. AP = BQ = 25 cm.II. PQ = 300 cm.

For real numbers a, b and c. what is the value of a + b + c?I. ac = 16.II. a, b, c are in a geometric progression.

Is $$A \cap C = \varnothing$$I. $$A \cap B = \varnothing$$II. $$B \cap C = \varnothing$$

Is the integer n divisible by 120?I. $$n = k(k^2 - 1)(k^2 - 4)$$ for some integer k.II. n is divisible by 4 and 30.

For real numbers $$a, b$$ and $$c$$, is $$(a - b)^c > 0$$?I. a < bII. c is divisible by 16

For any real number x. the greatest integer not exceeding x is denoted by[x]. If [a] = 5 for some a, then what is [2a]?I. $$a - [a] = \frac{2}{3}$$II. a is a rational number

Fora polynomial p(x), is x - 1 a factor of p (2x - 1)?I. p(3) = 0II. p(1) = 0

What is the maximum possible length of the rod that can be placed in the box with rectangular base?I. The area of the base of the box is given as a square units.II. The height of the box is given as h units.

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CAT Verbal Ability Questions | VARC Questions For CAT

Will it be a Monday tomorrow?
I. Every Sunday is a holiday.
II. Today is not a Sunday.

If a, b, c are integers, is a + b + c divisible by 3?
I. a > b > c
II. a - b = b - c = 2

What is the length of the line segment AB on the straight line PQ?
I. AP = BQ = 25 cm.
II. PQ = 300 cm.

For real numbers a, b and c. what is the value of a + b + c?
I. ac = 16.
II. a, b, c are in a geometric progression.

Is $$A \cap C = \varnothing$$
I. $$A \cap B = \varnothing$$
II. $$B \cap C = \varnothing$$

Is the integer n divisible by 120?
I. $$n = k(k^2 - 1)(k^2 - 4)$$ for some integer k.
II. n is divisible by 4 and 30.

For real numbers $$a, b$$ and $$c$$, is $$(a - b)^c > 0$$?
I. a < b
II. c is divisible by 16

For any real number x. the greatest integer not exceeding x is denoted by[x]. If [a] = 5 for some a, then what is [2a]?
I. $$a - [a] = \frac{2}{3}$$
II. a is a rational number

Fora polynomial p(x), is x - 1 a factor of p (2x - 1)?
I. p(3) = 0
II. p(1) = 0

What is the maximum possible length of the rod that can be placed in the box with rectangular base?
I. The area of the base of the box is given as a square units.
II. The height of the box is given as h units.