How does the graph of $y=3\cos x$y=3cosx differ from the graph of $y=\cos x$y=cosx?
Select the two correct options.
The amplitude of $y=3\cos x$y=3cosx is $3$3 times greater than the amplitude of $y=\cos x$y=cosx.
The period of $y=3\cos x$y=3cosx is greater than the period of $y=\cos x$y=cosx.
The maximum value of $y=3\cos x$y=3cosx is $3$3 times greater than the maximum value of $y=\cos x$y=cosx.
$y=3\cos x$y=3cosx is a reflection of $y=\cos x$y=cosx about the $x$x-axis.
State the amplitude of $y=-4\sin x$y=−4sinx.
Consider the function $y=\frac{3}{2}\sin x$y=32sinx.
Consider the function $y=-4\cos x$y=−4cosx.