Question

plot the point p(4, -3) and q(-2, -3) join them. To which axis pq is parallel. Write the cordinates of the point where pq cuts the axis​

Answer 1

$Given \:points \: P(4 ,-3) \:and \: Q(-2 , -3)$

$We \: plotted \:the \: points \: and \: joined \\them , we \:get \: a \: line \: PQ.$

$PQ \: line \: intersecting \:Y - axis \: at \: R( 0, -3)$

$PQ \: is \: parallel \: to \: X-axis .$

$Equation \: of \: the \: line \: PQ : \\y = -3$

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Answer 2

PQ is parallel to x-axis

The coordinates of the point where PQ cut the axis are (0,-3)

Step-by-step explanation:

Given:Point P(4,-3) and Q(-2,-3).

When we plot and then join them

We can see that the line PQ which is passing through the point P and Q is parallel to x- axis.

The line PQ cut the y- axis when join P and Q.

From attached figure we can see that

The line PQ cut the y- axis at y=-3

On y- axis the x- coordinate is equal to zero.

Therefore, the coordinates of the point where PQ cut the axis are (0,-3).

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https://brainly.in/question/2192469:Answered by Prakhar