Match the following columns:

Column I

Column II

(a) If p (x) = 81x⁴ + 54x³ - 9x² – 3x + 2 is divided by (3x + 2), then remainder = ……

(p) 1

(b) p (x) = ax³ + 3x² – 3 and q (x) = 2ax³ – 5x + a divided by (x – 4) leave the same remainder. Then, a = …..

(q) -7

(c) If p (x) = 7x² - 4x + c is completely divisible by (x - ), then c = …..

(r) 0

(d) If q (x) = 2x³ + bx² + 11x + b + 3 is divisible by (2x – 1), then b = …..

(s) – 6

The correct answer is:

(a)-……., (b)-……., (c)-……., (d)-…….,

Question

Match the following columns:

Column I	Column II
(a) If p (x) = 81x⁴ + 54x³ - 9x² – 3x + 2 is divided by (3x + 2), then remainder = ……	(p) 1
(b) p (x) = ax³ + 3x² – 3 and q (x) = 2ax³ – 5x + a divided by (x – 4) leave the same remainder. Then, a = …..	(q) -7
(c) If p (x) = 7x² - 4x + c is completely divisible by (x - ), then c = …..	(r) 0
(d) If q (x) = 2x³ + bx² + 11x + b + 3 is divisible by (2x – 1), then b = …..	(s) – 6

The correct answer is:

(a)-……., (b)-……., (c)-……., (d)-…….,

Philoid · Accepted Answer

The correct match for the above is as follows:

Column I	Column II
(a) If p (x) = 81x⁴ + 54x³ - 9x² – 3x + 2 is divided by (3x + 2), then remainder = ……	(r) 0
(b) p (x) = ax³ + 3x² – 3 and q (x) = 2ax³ – 5x + a divided by (x – 4) leave the same remainder. Then, a = …..	(p) 1
(c) If p (x) = 7x² - 4x + c is completely divisible by (x - ), then c = …..	(s) – 6
(d) If q (x) = 2x³ + bx² + 11x + b + 3 is divisible by (2x – 1), then b = …..	(q) – 7

Hence, the correct answer is:

(a) – (r)

(b) – (p)

(c) – (s)

(d) – (q)