Inverse functions
How do you work out the equation of a function inverse to another?
I got some piece of homework, I have this equation g(x) = 2e^2x + 4 and it asks me to sketch g(x) and g^-1(x)
I got some piece of homework, I have this equation g(x) = 2e^2x + 4 and it asks me to sketch g(x) and g^-1(x)
There are some methods.
The simplest would be to write x instead of g(x) and y instead of x and then make y the subject, to get the inverse equation.
Inverse of an exponential function tend to always have a ln function
Posted from TSR Mobile
The simplest would be to write x instead of g(x) and y instead of x and then make y the subject, to get the inverse equation.
Inverse of an exponential function tend to always have a ln function
Posted from TSR Mobile
Original post by StUdEnTIGCSE
There are some methods.
The simplest would be to write x instead of g(x) and y instead of x and then make y the subject, to get the inverse equation.
Inverse of an exponential function tend to always have a ln function
Posted from TSR Mobile
The simplest would be to write x instead of g(x) and y instead of x and then make y the subject, to get the inverse equation.
Inverse of an exponential function tend to always have a ln function
Posted from TSR Mobile
Thank you
it makes sense now
Original post by mynameisntbobk
How do you work out the equation of a function inverse to another?
I got some piece of homework, I have this equation g(x) = 2e^2x + 4 and it asks me to sketch g(x) and g^-1(x)
I got some piece of homework, I have this equation g(x) = 2e^2x + 4 and it asks me to sketch g(x) and g^-1(x)
To sketch the inverse of g(x) Just sketch g(x) and reflect in the line y=x
Original post by brianeverit
To sketch the inverse of g(x) Just sketch g(x) and reflect in the line y=x
I've seen this pattern with a few examples. My main problem was just stating the equation of the inverse function, but thank you
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