Question

What is the name of the shape graphed by the function theta = pi/3

Answer 1

A line.

Explanation:

This is a line passing through the origin and rising to the right. The angle betwee the line and the x axis = pi/3 radians.

Answer 2

C. Line.

Explanation:

We are asked to find the name of shape that is graphed by the function
`\theta =(\pi)/(3)`.

We can see that the measure of theta is constant
`(\pi)/(3)`. This means that slope of function is also constant.

We know that slope of a straight line is always constant for all values in its domain.

Therefore, the shape of our given function is a line and option C is the correct choice.