Find the general indefinite integral. $\int \frac{\sin 120 t}{\sin 60 t} d t$
A) $-\frac{\sin 120 t}{120}+C$
B) $-\frac{\cos 120 t}{120}+C$
C) $\frac{\sin 60 t}{30}+C$
D) $\frac{\sin 120 t}{120}+C$
E) $\frac{\cos 120 t}{30}+C$

Name: Find the general indefinite integral. $\int \frac{\sin 120 t}{\sin 60 t} d t$ A) $-\frac{\sin 120 t}{120}+C$ B) $-\frac{\cos 120 t}{120}+C$ C) $\frac{\sin 60 t}{30}+C$ D) $\frac{\sin 120 t}{120}+C$ E) $\frac{\cos 120 t}{30}+C$
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The Answer is C

Find the General Indefinite Integral ∫sin⁡120tsin⁡60tdt\int \frac{\sin 120 t}{\sin 60 t} d t∫sin60tsin120t​dt

Find the General Indefinite Integral $\int \frac{\sin 120 t}{\sin 60 t} d t$