Question

The solution of the equation ax+b=0 is ___________​

Answer 1

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$ax + b = 0 \\ \rightarrow \: ax = - b \\ \rightarrow \: x = - \frac{b}{a}$

Answer 2

Answer: x =  − b /a

This is a linear equation in one variable : x (assuming a and b to be constants)

So by subtracting b from both LHS and RHS,

ax + b - b = 0 - b,

Thus,

ax = -b,

Dividing both LHS and RHS by a,

ax/a = -b/a,

Thus,

x=-b/a …. is the value of x

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