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Factorize the expression
$ 30 x=8 x^{2}+27 $
Given:
$ 30 x=8 x^{2}+27 $To do: Factorize the given expression.
Solution:
$8x^2 -30x + 27=0$
$ 8 \times 27 = 216$
finding two numbers to multiply to get 216 would be:
$12 \times 18 = 216$
$12+ 18 = 30$
moving on $8x^2 +18x +12x +27=0$
$2x(4x +9) +3(4x +9) = 0$
$(2x+3)(4x+9) = 0$
$(2x+3)$ and $(4x+9)$ are the factors.
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