Simplify. $8 a - 7 b + 4 a - 8 c + 5 b$

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Solution

Simplify the term $8 a - 7 b + 4 a - 8 c + 5 b$
$8 a - 7 b + 4 a - 8 c + 5 b = 8 a + 4 a - 7 b + 5 b - 8 c = 12 a - 2 b - 8 c ∴ 8 a - 7 b + 4 a - 8 c + 5 b = 12 a - 2 b - 8 c$

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(4 a + 5 b) (6 a - 7 b) - (a + 2 b + 3) (8 a - 11)

If $\frac{8 a - 5 b}{8 c - 5 d} = \frac{8 a + 5 b}{8 c + 5 d}$ , then $\frac{a}{b} = \frac{c}{d}$

\frac{8 a - 5 b}{8 c - 5 d} = \frac{8 a + 5 b}{8 c + 5 d}

\frac{a}{b} = \frac{c}{d}

- (- 4 a - 8 a)

(8 a - 5 b)^{2}

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