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Quadratic Equations Worksheets

1.

A train running at the speed of 60 km/hr crosses a pole in 9 seconds. What is the length of the train? |

1.

120 metres

2.180 metres

3.324 metres

4.150 metres

2.

solve for a :

3.

Three consecutive natural number are such that the square of the middle number exceeds the difference of the square of the other teo by 60. Find the numbers.

4.

A & B are centres of circle of radii 9cm and 2cm. AB=17cm. R is the centre of the circle of radius x cm which touches the above externally. Given that angle ARB is 90dgree. Write an equation in x and solve it.

5.

Solve the following quadratic equation for q: 9q^{2 }- 9(a+b)q + 2a^{2 }+ 5ab + 2b^{2 }= 0.

6.

If 2/3 and -3 are the roots of the equation aq^{2 }+ 7q + b = 0, Then find the value of a and b?

7.

Sum of the area of two squares is 468 m^{2}. If the diffrent of their perimeter is 24m, Find the sides of the two square.

8.

Find the roots of the following quadratic equation : 2/5a^{2 }- a - 3/5 = 0

9.

Find the roots of the following quadratic equation: (a+3)(a-1) = 3 (a-1/3)

10.

Find the vaue of q for which the distance between (9, 2) and (3, q) is 10 units?

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