- Define (
`x`) by

.

**a.**Verify that this definition makes sense whenever`x`> 0.*[3]***b.**Show that (`x`)(1) = 1 and that (`x`+1) =`x`(`x`) whenever`x`> 0.*[3]***c.**If`n`is a positive integer, what is (`n`)?*[1]* - Determine which continuous functions f(
`x`) satisfy. *[3]*

Solution to Assignment #8

Department of Mathematics Trent University

Maintained by Stefan Bilaniuk. Last updated 1998.08.22.