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10th Maths Unit 3 Algebra Free Online Test
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1. If A is a 2 x 3 matrix and B is a 3 x 4 matrix, how many columns does AB have .............
1 point
3
4
2
5
Other:
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2. Which of the following should be added to make (x^4) + 64 a perfect square............
1 point
4x²
16x²
8x²
-8x²
Other:
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3. x / x² -25 - 8 / x²+6x+5 gives...................
1 point
x²-7x+40 / (x+5) (x-5)
x²+7x+40 / (x+5)(x-5)(x+1)
x²-7x+40 / (x²-25) (x+1)
x²+10 / (x²-25) (x+1)
Other:
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4. A system of three linear equations in three variables is inconsistent if their planes...............
1 point
intersect only at a point
intersect in a line
coincides with each other
do not intersect
Other:
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5. The solution of the system x + y - 3z = -6, -7y + 7z = 7, 3z = 9 is...................
1 point
x= 1, y = 2, z = 3
x = -1, y = 2, z = 3
x = -1, y = -2, z = 3
x =1, y = 2, z = -3
Other:
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6. If (x - 6) is the HCF of x² - 2x - 24 and x² - kx - 6 then the value of k is
1 point
3
5
6
8
Other:
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7. Graph of a linear polynomial is a..................
1 point
straight line
circle
parabola
hyberbola
Other:
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8. The number of points of intersection of the quadratic polynomial x² + 4x + 4 with the X axis...............
1 point
0
1
0 or 1
2
Other:
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9. y² + 1 / y² is not equal to...............
1 point
y^4) +1 / y²
[y + 1/y]²
[y -1/y]² +2
[y + 1 /y]² -2
Other:
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10. The values of a and b if (4x^4) - (24x^3) + 76x² + ax + b is a perfect square are.............
1 point
00, 120
10, 12
-120, 100
12, 10
Other:
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11. Transpose of a column matrix is...................
1 point
unit matrix
diagonal matrix
column matrix
row matrix
Other:
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12. 3y-3 / y ÷ 7y -7 / 3y² is................
1 point
9y / 7
(9y^3) / (21y - 21)
21y²-42y+21 / (3y^3)
7(y²-2Y+1) / y²
Other:
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13. The solution of (2x-1)² = 9 is equal to............
1 point
-1
2
-1, 2
None of these
Other:
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14. If number of columns and rows are not equal in a matrix then it is said to be a..........
1 point
diagonal matrix
rectangular matrix
square matrix
identity matrix
Other:
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15. If the roots of the equation q²x² + p²x + r² = 0 are the squares of the roots of the equation qx² + px + r = 0, then q, p, r are in...............
1 point
A.P
G.P
Both A.P and G.P
None of these
Other:
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