Asked by lee
For the function f(x)=(7-8x)^2, find f^-1. Determine whether f^-1 is a function.
Answers
Answered by
Steve
it's clear that the inverse is not a function, since there are a positive and negative value for x that give the same value for y.
y = (7-8x)^2
±y = 7-8x
8x = 7±y
x = (7±y)/8
y = (7-8x)^2
±y = 7-8x
8x = 7±y
x = (7±y)/8
Answered by
lee
thanks
Answered by
X
B t is inverse not
A
A
A
C 4
A
A
A
C 4
Answered by
...
For Honors it is
B- Relation t is a function. The inverse of relation t is a function.
A- y=squared x+3 divided by 7
B- The graph with one on the bottom and one on the left side
A- 7 plus minus sign squared x divided by 8. f^-1 is not a function
C- 4
B- Relation t is a function. The inverse of relation t is a function.
A- y=squared x+3 divided by 7
B- The graph with one on the bottom and one on the left side
A- 7 plus minus sign squared x divided by 8. f^-1 is not a function
C- 4
Answered by
nic
i luv u 🥲
Answered by
hgvc
... is 100%
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