Questions: Consider the following. Consider the following. y = 4 sin(3x) + 3 Find the period and the amplitude of the graph period amplitude Consider one cycle beginning on the y-axis. Divide smallest x-value (x, y) = ( ) (x, y) = ( , y) = ( ) (x, y) = ( ) largest x-value (x, y) = ( )

Transcript text: Consider the following. \[ \begin{array}{l} \text { Consider the following. } \\ \qquad y=4 \sin (3 x)+3 \\ \text { Find the period and the amplitude of the graph } \\ \text { period } \\ \text { amplitude } \\ \text { Consider one cycle beginning on the } y \text {-axis. Divide } \\ \text { smallest } x \text {-value }(x, y)=(\square) \\ \qquad(x, y)=(\square, y)=(\square) \\ \qquad(x, y)=(\square) \end{array} \] largest $x$-value $\quad(x, y)=($