Question

3x+2y=18 the point where the line crosses the x-axis

Answer 1

Answer:

I got the answer

Step-by-step explanation:

First we have to change the symbol of the addition to subtraction

So, 18-2=

Answer 2

Answer:

The point where the line   $3x+2y=18$   crosses the x-axis is

$(x,y)=(6,0)$.

Step-by-step explanation:

When the line crosses x-axis ,the value of y should be zero.

That is x-axis is the line $y=0$, therefore in order  to find the point where the line crosses x-axis, just substitute $y=0$  in the given expression.

Equation of the line is    $3x+2y=18$.

When it crosses the x-axis,   $y=0$  then

                                        $3x+2(0)=18\\\\3x=18\\\\x=18/3=6$

So when the line crosses x-axis, the x-coordinate  is  $6$.

Therefore the point where the line crosses x-axis is

                                       $(x,y)=(6,0)$

we find the values of x znd y separately, but when we mention a point, it shoulh be in the form $(x,y)$

Hence the answer

Thank you