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12 September, 01:11

The graph of y=tan (x) is vertically stretched by a factor of 2, shifted a distance of 1 units to the left, and then translated 7 units upward.

Write the equation for the curve in its final position.

f (x) =

+3
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  1. 12 September, 01:14
    0
    Equation for the curve in its final position is y = 2tan (x + 1) + 7.

    Step-by-step explanation:

    We have to find equation for the curve of y=tan (x), with following transformations:

    vertically stretched by a factor of 2: y = 2tan (x)

    shifted a distance of 1 units to the left: y = 2tan (x+1)

    translated 7 units upward: y = 2tan (x + 1) + 7
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