Pregunta
The lead engineer is Ashton.
This is a quiz or exam question and is © 2024 MF-LM-JMM. Sharing, posting, copying, saving problem in any way or sending/sharing it to any app/website/Al-tool is a violation of the Hono
A) Follow all course work guidelines and note any other specific directions below. (6090)
What did Ashton find to be the inverse? (FZHI)
You must show all steps of your algebraic work to receive full credit.
Answer:
B) Follow all course work guidelines and note any other specific directions below. (6089)
You must include work and/or an explanation of why you chose your answer in order to receive ful
According to Ashton, which of the following must be true for
to have an inverse?
None of the above
A) Follow all course work guidelines and note any other specific directions below. (6090)
You must show all steps of your algebraic work to receive full credit.
Answer:
B) Follow all course work guidelines and note any other specific directions below. (6089)
According to Ashton, which of the following must be true for
None of the above
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Responder
A) Inverse Function:
B) Condition for Inverse to Exist:
Solución

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Como
The Deep Dive
To find the inverse of the function
, we need to switch
and
in the equation and solve for
. Start by rewriting the equation as
. Now swap
and
to get
. Rearranging gives
, and taking the square root results in
(considering the positive root since the domain must be restricted). Thus, the inverse is
.
For a function to have an inverse, it must be one-to-one, meaning it must not repeat any values. In this case, since
is a downward-opening parabola, it is only one-to-one when
is restricted to either half: either
or
. However, a more conventional choice is
to ensure all values are included without repeating, isolating the upper portion of the parabola for the inverse.
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