Find approximate values of $ a, b $, and $ h $ (to the nearest hundredth) so that $ f(x) \approx a \sin [b(x-h)] $. $ f(x)=4 \sin 3 x-6 \cos 3 x $ $\begin{array}{l}
a \approx &------- \
b \approx &------- \
h \approx &-------
\end{array}$

Question

Find approximate values of $ a, b $, and $ h $ (to the nearest hundredth) so that $ f(x) \approx a \sin [b(x-h)] $. $ f(x)=4 \sin 3 x-6 \cos 3 x $ $\begin{array}{l}
a \approx &------- \
b \approx &------- \
h \approx &------- 
\end{array}$

Quizplus · Accepted Answer

The Answer of Find approximate values of $ a, b $, and $ h $ (to the nearest hundredth) so that $ f(x) \approx a \sin [b(x-h)] $. $ f(x)=4 \sin 3 x-6 \cos 3 x $ $\begin{array}{l}
a \approx &------- \
b \approx &------- \
h \approx &------- 
\end{array}$

Find Approximate Values Of a,b a, b a,b , And h h h

Find Approximate Values Of $a, b$ , And $h$