Hey guys,
Revising for my C3 math exam on Wednesday and came across this question, It seems fairly simple but can't get my head around it.
i) F(x)= X+1/X-1
Show that FF(x)= X
ii) Hence write down F^-1 (x). What can you deduce about the symmetry of the curve y=f^-1(x)?
Help please guys
Revising for my C3 math exam on Wednesday and came across this question, It seems fairly simple but can't get my head around it.
i) F(x)= X+1/X-1
Show that FF(x)= X
ii) Hence write down F^-1 (x). What can you deduce about the symmetry of the curve y=f^-1(x)?
Help please guys


