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Choose the point on the terminal side of 135º.

User Rowhawn
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1 Answer

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We are given the following information.

We also know that the general equation of a line is given by


y=mx+b

Where m is the slope of the line and b is the point at which it crosses the y axis.

Since the line given goes through (0,0), b=0. Now we just need to find m.

This can be done via the formula


m=\tan (\theta)

In this case


m=\tan (135)=-1

And so, the equation of the line given is


y=-x

Now we simply need to see which of the options fit this equation. We can do this easily, because x and y are equal except for their sign.

As such, the point of the terminal side of 135° is (-1,1).

Choose the point on the terminal side of 135º.-example-1
User Roperklacks
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