Question

What is the common solution of ax+by = c and y-axis.

Answer 1

this is the common solution

Answer 2

The common solution is x = 0,  $y =\frac{c}{b}$ or (0,c/b).

Step-by-step explanation:

Consider the provided information.

If a line intersect the y axis that means the value of x must be zero.

We need to find a common solution of $ax+by = c$ and y-axis,

So substitute x = 0 in $ax+by = c$

$a(0)+by = c$

$by = c$

$y =\frac{c}{b}$

Thus, the common solution is x = 0,  $y =\frac{c}{b}$ or (0,c/b).

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