find-the-amplitude-and-period-for-the-given-trigonometric-expression-belowpx57si

Question

Find the amplitude and period for the given trigonometric expression below.P(x)=5.7sin⁡(19(x−7))P\left(x\right)=5.7\sin\left(\frac19\left(x-7\right)\right)

Accepted Answer

amplitude = 5.7 and period = 18π

Answer

amplitude = 7 and period = π/9

Answer

amplitude = 5.7 and period = π/18

Answer

amplitude = 5.7 and period = 9π

Find the amplitude and period for the given trigonometric expression below.P(x)=5.7sin(19(x−7))P\(\left\)(x\(\right\))=5.7\(\sin\)\(\left\)(\(\frac\)19\(\left\)(x-7\(\right\))\(\right\))

Find the amplitude and period for the given trigonometric expression below.
$P (x) = 5.7 \sin (\frac{1}{9} (x - 7))$