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solve for a :
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.
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.
Solve the following quadratic equation for q: 9q2 - 9(a+b)q + 2a2 + 5ab + 2b2 = 0.
If 2/3 and -3 are the roots of the equation aq2 + 7q + b = 0, Then find the value of a and b?
Sum of the area of two squares is 468 m2. If the diffrent of their perimeter is 24m, Find the sides of the two square.
Find the roots of the following quadratic equation : 2/5a2 - a - 3/5 = 0
Find the roots of the following quadratic equation: (a+3)(a-1) = 3 (a-1/3)
Find the vaue of q for which the distance between (9, 2) and (3, q) is 10 units?
Find the roots of the quadratic equation
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