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Solving a Quadratic Equation by Factorization Method

Two squares h...

Question

Two squares have sides x cm and (x +4) cm. The sum of their areas is $656 c m^{2}$ find the sides of the squares.

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Solution

Therefore the sides of two squares are 16 cm and 20 cm.

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Similar questions

Q. Two squares have sides x cm and (x + 4) cm. The sum of their areas is 656

c m^{2}

. Find the sides of the squares.

Q. Two square have sides

x

(x + 4)

cm. The sum of their areas is

656 c m^{2}

. Find the sides of the squares.

Q. Two squares have sides

x

(x + 4)

cm. The sum of their areas is

656 c m^{2}

.The value of x is:

Two squares have side x cm and (x + 4) cm. The sum of their areas is 656 sq. cm. Express this as an algebraic equation in x and solve the equation to find the sides of the squares.

Q. Two squares have sides x cm and (x + 4) cm. The sum of their areas is 656 sq.cm.
Solve this equation to find the sides of the squares.

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