How do you sketch one cycle of $y = 4 sin 3 x$ $y=4sin3x$ ?

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How do you sketch one cycle of $y = 4 sin 3 x$ $y=4sin3x$ ?

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Answer 1 · 2017-10-10T04:10:31

$y = 4 sin 3 x$ $y=4sin 3x$
graph{4sin(3x) [-10, 10, -5, 5]}

Explanation:

$y = 4 sin 3 x$ $y=4sin3x$
$x = 0, y = 0$ $x=0,y=0$
$x = (\frac{π}{18}), y = 2$ $x=(pi/18), y=2$
$x = (\frac{π}{12}), y = 2 \sqrt{2}$ $x=(pi/12), y=2sqrt2$
$x = (\frac{π}{9}), y = 2 \sqrt{3}$ $x=(pi/9), y=2sqrt3$
$x = (\frac{π}{6}), y = 4$ $x=(pi/6), y=4$
$x = (\frac{π}{3}), y = 0$ $x=(pi/3), y=0$

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How do you sketch one cycle of $y = 4 sin 3 x$ $y=4sin3x$ ?

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How do you sketch one cycle of y=4sin3xy=4sin3x?

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How do you sketch one cycle of $y = 4 sin 3 x$ $y=4sin3x$ ?