Question 1005696

The graph of {{{y=2^(x-6)-8}}} is {{{translated}}}. 
When you move a graph horizontally or vertically, this is called a {{{translation}}}. In other words, every point on the parent graph is translated {{{left}}}, {{{right}}}, {{{up}}}, or {{{down}}}.

So, the graph of {{{y=2^(x-6)-8}}} is identical to the graph of the basic function {{{f(x)= 2^x}}} except it is translated {{{6}}} units {{{to}}} {{{the}}} {{{right}}} and {{{8}}} units {{{down}}}. 


 {{{ graph( 600, 600, -10, 10, -10, 10, 2^x, 2^(x-6)-8) }}}