1 |
Find the geometric mean between 4 and 16 |
7, 8
14, 4
28, 2
56, 1
|
2 |
The common difference of the sequence 7,4,1......is |
1
-3
5
0
|
3 |
Write the first four term of the arithmetic sequence if a1 = 5 and other three consecutive terms are 23,26,29 |
18 years
36 years
8 years
16 years
|
4 |
The difference of two consecutive terms of an A.P is called |
Zero
One
Four
Infinite
|
5 |
The sum of the interior angles for a 16 sided polygon is |
0
ω
1
1 / ω
|
6 |
If a and b are any two distinct negative real numbers and G-ab where A.G.H represent arithmetic geometric and harmonic means then |
1
ω<sup>2</sup>
ω
0
|
7 |
The sum of the series 1+5+9+13+17+21+25+29 is: |
10 cm
20 cm
30 cm
40 cm
|
8 |
The nth term in G.P 3,-6,12,............ is |
25, 20
20, 10
20, 5
15, 10
|
9 |
If the 9th tern of A.P is 8 and the 4th term is 20. then the first term is |
1
2
-2
-1
|
10 |
The nth term of A,P:1,5,9,15...........is given by |
4n - 3
4n + 1
3n -4
4n +3
|
11 |
The equation of two polynomials P(x)/Q(x) where Q(x) ≠ 0 with no common factor is called |
12
1
10
-10
|
12 |
Partial fraction of 1/x3-1 will be of the form |
Conjugate pair
ordered pair
reciprocal pair
quadratic function
|
13 |
A relation in which the equality is true only for some values of the unknown variable is called |
An identity
An equation
A polynomial
Inverse function
|
14 |
A fraction in which the degree of the numerator is less than the degree of the denominator is called |
1-i √-3 / 2
-1+i √-3 / 2i
-1+i √3 / 2
1+i √3 / 2
|
15 |
1/x2 -1 = ? (in case of making partial fraction) |
Ax +B/x<sup>2</sup> -1
A/x + B/ x- 1
A/ x+1 + B/x-1
None
|
16 |
x2 +2x -25 = 0 is |
1
2
3
4
|
17 |
(x+2)2 = x2 +4x +4 is |
1
2
3
4
|
18 |
x-1/(x+2)(x-2) = |
4/3(x-4) -1/3(x-1)
3/4(x+2) + 1/4(x-2)
2/3(x-2) - 4/3(x+2)
3/x - 2/x+1
|
19 |
2/(x+1)(x-1) = A/x+1 + B/x-1 corresponds to |
α = b/a and β = ca
α = a/b and β = -c/a
α<sup>2</sup> + β<sup>2</sup> = 1
α = -b/a and β= c/a
|
20 |
Which is a proper rational fraction |
3x - 7/x<sup>2</sup> +4
2x<sup>2</sup> - 5/x<sup>2</sup> + 4
3x<sup>4</sup>/2x<sup>2</sup> - 15
All are proper rational fraction
|
21 |
The two consecutive positive integers whose product is 56 are |
7, 8
14, 4
28, 2
56, 1
|
22 |
The sum of the ages of Nazish and his son is 56 years. Eight years ago. Nazish was 3 time as old as his son. How old is the son now? |
m = n
m ≠ n
mn = 1
mn = 0
|
23 |
The number of real roots in cube roots of 8 is ? |
n x m
m x n
km x n
m x kn
|
24 |
ωn = ?, when n = 3k |
0
ω
1
1 / ω
|
25 |
ω88 = ? |
A and B are multiplicative inverse of each other
A and B are additive inverses of each other
A and B are singular matrices
A and B are equal
|
26 |
The length of rectangle is twice as much as its breadth. If the perimeter is 120 cm, the length of the rectangle is |
Same as the original determinant
Additive inverse of the original determinant
Both A and B
Adj of the original matrix
|
27 |
Two natural numbers whose sum is 25 and difference is 5, are |
25, 20
20, 10
20, 5
15, 10
|
28 |
If the sum of the roots of (a + 1)x2 + (2a + 3)x + (3a + 4) = 0 is -1, then product of the roots is |
Commutative law w.r.t multiplication
Associative law w.r.t addition
Distributive law w.r.t addition
Multiplication of a scalar with the matrix
|
29 |
The value of the polynomial 3x3 + 4x2 - 5x + 4 at x = -1 is |
A<sup>2</sup> + B<sup>2</sup>
A<sup>2</sup> + B<sup>2 </sup>+ 2AB
A + B
A<sup>2</sup> + B<sup>2</sup> + AB+BA
|
30 |
Complex roots of real quadratic equation occur in |
Nilpotent matrix
Singular matrix
Non singular matrix
Diagonal matrix
|