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Question
- - / 1 points 0/5 submissions used solve ( a = s + sr ) for s. ( s = ) 42. - / 1 points 0/5 submissions used solve the formula for the given variable. ( a = bh; h ) (geometry) ( h = )
Step1: Factor out S
Given \(a = S+Sr\), factor out \(S\) on the right - hand side. Using the distributive property \(ab + ac=a(b + c)\), we get \(a=S(1 + r)\).
Step2: Solve for S
Divide both sides of the equation \(a = S(1 + r)\) by \((1 + r)\) (assuming \(r
eq - 1\)). So, \(S=\frac{a}{1 + r}\).
Step1: Solve for h
Given \(A = bh\). To isolate \(h\), divide both sides of the equation by \(b\) (assuming \(b
eq0\)).
Step2: Final formula
We get \(h=\frac{A}{b}\)
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\(S=\frac{a}{1 + r}\)
For the second problem: