SOLUTION: Please help
Write a tangent function, g(x), such that the halfway points on one period are (pi/4,2) and (3pi/4,-2)
G(x)=______
Here’s a picture of the problem if you need it
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-> SOLUTION: Please help
Write a tangent function, g(x), such that the halfway points on one period are (pi/4,2) and (3pi/4,-2)
G(x)=______
Here’s a picture of the problem if you need it
h
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Question 1115595: Please help
Write a tangent function, g(x), such that the halfway points on one period are (pi/4,2) and (3pi/4,-2)
G(x)=______
Here’s a picture of the problem if you need it
https://ibb.co/dr7awx Answer by greenestamps(13215) (Show Source):
The two halfway points in the period are at pi/4 and 3pi/4; that means a complete period is from 0 to pi. So the period is the same as the basic tangent function; but it is shifted pi/2 units to the right.
The y values at the halfway points of the basic tangent function are -1 and 1; with the y values at the halfway points in this example 2 and -2, the basic tangent function is multiplied by -2, and there is no vertical shift.
