Question

Solve for c.

a (b – c) = d


a) c= d - ab/a

b) c= ab – d/b

c) c= ab – d/a

d) c= ab + d/а

Answer 1

C) c=ad-d/a

Explanation:

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Answer 2

`c=(ab-d)/(a)`

Therefore, the option 'c' is true

Explanation:

Given the expression

`a (b - c) = d`

Let's solve for c

`a (b - c) = d`

Step 1: Add -ab to both sides

`ab-ac+\left(-ab\right)=d+\left(-ab\right)`

`-ac=-ab+d`

Step 2: Divide both sides by -a

`(-ac)/(-a)=(-ab+d)/(-a)`

`c=(ab-d)/(a)`

Hence, we conclude that:

`c=(ab-d)/(a)`

Therefore, the option 'c' is true