0
You visited us 0 times! Enjoying our articles? Unlock Full Access!
Question

f(x)=y=axbcxa then prove that f(y)=x

Solution
Verified by Toppr

f(x)=y=axbcxa

Express x in terms of y

y(cxa)=axb

cxyay=axb

cxyax=ayb

x(cya)=ayb

x=aybcya=f(y)

Was this answer helpful?
17
Similar Questions
Q1
f(x)=y=axbcxa then prove that f(y)=x
View Solution
Q2

y= f(x)= ax-b/bx-a, show that x=f(y)

View Solution
Q3
If y=fx=ax-bbx-a, show that x = f(y).
View Solution
Q4
If f(x+y)=f(x)+f(y). Then prove that f(x)=x.f(1)
View Solution
Q5

If y=f(x)=axbbxa, show that x=f(y).

View Solution