Olive plots (4,−3π2)on the polar plane.
How does she proceed?

What you need to write in each blank is:
1) positive x-axis.
2) negative x-axis.
3) positive y-axis.
To plot a point (R, θ) on the polar plane. First, if R is positive the angle is measured from the positive x-axis, if R is negative, the angle is measured from the negative x-axis.
Because here R is 4, positive, the point will lie on the x-axis. Then, she needs to move it clockwise by an angle of (3/2)pi (a total of 3 quadrants) This means that the point will end up in the positive y-axis.
So what you need to write in each blank is:
1) positive x-axis.
2) negative x-axis.
3) positive y-axis.
If you want to learn more about polar coordinates:
https://brainly.com/question/14965899
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