Aysce
Well-Known Member
- Joined
- Jun 24, 2011
- Messages
- 2,394
- Gender
- Male
- HSC
- 2012
Restrict the domain of the function to a monotonic decreasing curve and find the inverse function of this domain
f(x) = 3/ x^2
I got the domain as x>0 and range as y>0
So I sketched the right half of f(x) and reflected it about y=x. The inverse function graph shown was positive and the answer says:
f-1(x) = - (3/x)^1/2 whilst I got positive. What have I done wrong? :/
f(x) = 3/ x^2
I got the domain as x>0 and range as y>0
So I sketched the right half of f(x) and reflected it about y=x. The inverse function graph shown was positive and the answer says:
f-1(x) = - (3/x)^1/2 whilst I got positive. What have I done wrong? :/