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Science & Mathematics by Anonymous 2018-05-18 11:06:01
Social Science
If f (x) = 1/9 x - 13, then f ^-1 (x) =?
4 answers
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Anonymous
f (x) = 1/9 x - 13 f ^-1 (x) = 1/(1/9 x - 13) = 9/(x - 117)
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Anonymous
y = (1/9) x -13 Interchange x and y x = (1/9) y -13 solve for y x+13 = (1/9) y 9(x+13) = y y = 9x+117 f^-1(x) = 9x+117
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Anonymous
Given that f (x) = 1/9 x – 13 f ^ ̄ 1 (x) = ? let y = f (x) = 1/9 x – 13 y = 1/9 x – 13 y + 1 3 = 1/9 x x = 9y + 117 Now f ^ ̄ 1 (x) = 9y + 117
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Anonymous
x = y/9-13 9x = y -117 y = 9x + 117 f^-1(x) = 9x + 117
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