The function C(t) below relates outside temperature in degrees Fahrenheit to the number of cricket chirps per minute. It takes as input the temperature in degrees Fahrenheit, and returns as output the number of cricket chirps per minute occurring at that time. C(t) = 5t - 200 Which equation below represents the inverse function T(c), which takes the cricket chirps per minute as input and returns as output the temperature in degrees Fahrenheit?
@mathmale
would it be c-200/5?
c-200/5 is close, but 200 should have been added instead of subtracted
okay so its c+200/5
Yep
when when i switch the x and y values do i do the opposite of the signs too?
No
when why did have to change it?
Harry: Have you written down those steps I gave you for finding the inverse of a given function? You are to find the inverse function of C(t)=5t-200. As before: 1. Replace C(t) with y 2. Interchange y and t there were two more steps. I fully expect you to remember them by now.
like for example if i had C(n) = 15n + 30. would it be c-30/15 or c+30/5?
It would be c - 30 because we have to subtract 30 to get it to the other side
and what if i had A(b)=10 times b+7 over 2
so would you divide 10 by 2 and get 5
and get B(a)=a/5 -7?
@sleepyjess
I'm not understanding the equation, could you use the equation editor to write it?
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