Question

Asked Sep 23, 2019

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Step 1

Given line is y = 4/3 – 1/2 x.

Step 2

Since the parallel lines have same slope therefore the slope of given line and the line parallel to it have the same slope.

So, the required slope is given by slope of line y = 4/3 – 1/2 x

Comparing this equation with the equation of line (y = mx + c) having slope m and y-intercept equals to c.

It gives m = -1/2 and c = 4/3

Thus, the required slope is -1/2

Step 3

If two lines are perpendicular having slopes m1 and m2 then the product of their slope is equals to -1 (i.e. m1 × m2 = -1).

let m1 be the slope of given line and m2 be the slope...

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