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determine inverse function of g(t)=7^(t-2)
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first we do t=y^(y-2) but then what? explain whole process plllss
Y=7^(t-2) Convert t as a function of y. Then replace t and y with each other The new function will be inverse .
SO t=7^(Y-2) I i need to solve for y, how can i do that?
Take log both side logy=(t-2)log7 logy/log7=t-2 So t=2+logy/log7 Now replace t by y and y by t...you will gget y=logt/log7+2 Is inverse of that.
Ah, thank you.
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