# 11th Class Math MCQS Chapter 8

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The inequality n! > 2n -1 is valid if:
n < 4
n = 3
n ? 4
n ? 3

Number of term in the expansion of (1/x-x2/x)12 are:
11
13
12
14

The inequality 3n < n! holds for positive integral value of n if:
n > 3
n > 4
n > 2
n > 6

The first three terms in the expansion of (1 – x)3 are:
1 – 3x + 6x2
1 + 3x +6x2
1 – 3x + 3x2
1 – 3x – 6x2

The coefficient of the last term in (a -b)5 is:
1
None of these
-1
0

(1-2x)3 is valid if
|x| < 2
|x|< 1/2
None of these
|x| = 1

There is no integer ”n for which 3n is
Complex
Imaginary
Even
Odd

The number of terms in the expansion of (a+x)10 are:
12
10
13
11

The number of terms in the expansion (a +x) n is one greater that’s its
None
Power
Base
Index

If n is even, the only middle term of the expansion is:
(n/2-1)th term
n/2th term
(n/2+1)th term
(n+2/2)th term

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