Solve only the 1st question.. Plss frnds..its needed urgently..
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Let x-2/x-3 =y
x-2= xy-3y
x-xy=2-3y
x(1-y)=2-3y
x=2-3y/1-y
Therefore f^-1=2-3x/1-x
The above answer is the Inverse of f(x)
Prove the f(x1)=f(x2)
To prove that the function is invertible
x-2= xy-3y
x-xy=2-3y
x(1-y)=2-3y
x=2-3y/1-y
Therefore f^-1=2-3x/1-x
The above answer is the Inverse of f(x)
Prove the f(x1)=f(x2)
To prove that the function is invertible
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