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For g(t)=3t-2, determine g^-1(-2)
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For g(t)=3t-2 determine: \[g ^{-1}(-2)\]
ok, so how do you find the inverse of a function? you take the variable that is in the equation and solve for it. So solve for t in the g(t) equation. Once you solve for t then you have the inverse. plug in -2 to your equation and see what comes out :)
g^-1(t)=t+2/3
now substitute the value of -2 in place of t we have g^-1(-2)=0
@k.rajabhishek oh gotcha I forgot to interchange x and t!! thanks :)
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