SOLUTION: Function = {{{ y = d + a }}}sin ({{{ bx - c }}}) Describe what's changing in graph {{{ c }}} and {{{ d }}} corresponding to the changes found in each constant. Graph: https://s27

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Question 1062581: Function = +y+=+d+%2B+a+sin (+bx+-+c+)
Describe what's changing in graph +c+ and +d+ corresponding to the changes found in each constant.
Graph: https://s27.postimg.org/ze48wlrkj/2_c_b.png
Thanks.
Answer by jim_thompson5910(35256) About Me  (Show Source):
You can put this solution on YOUR website!
You'll have to use your imagination a bit. Imagine that the graph for C is being shifted horizontally to form those multiple variations (think of it like an animation). This is called a phase shift.

For D, the graph is being shifted along the other axis. The graph for D is being shifted up and down along the vertical y axis.