How do you solve for a in $A = h (a + b)$ $A = h(a + b)$ ?

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How do you solve for a in $A = h (a + b)$ $A = h(a + b)$ ?

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Answer 1 · 2018-03-11T18:26:30

$a = \frac{A}{h} - b$ $a = A/h - b$

Explanation:

Rewrite the equation:
$A = h (a + b)$ $A = h(a + b)$
$\frac{1}{h} \cdot A = h (a + b) \cdot \frac{1}{h}$ $1/h*A = h(a + b)*1/h$
$\frac{A}{h} = a + b$ $A/h = a + b$
$\frac{A}{h} - b = a + b - b$ $A/h - b = a + b - b$
$\frac{A}{h} - b = a$ $A/h - b = a$

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How do you solve for a in $A = h (a + b)$ $A = h(a + b)$ ?

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How do you solve for a in A=h(a+b)A = h(a + b)?

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How do you solve for a in $A = h (a + b)$ $A = h(a + b)$ ?