What is factor 5cos(2t+15)-4sin(2t-30) ?

The solution to factor 5cos(2t+15)-4sin(2t-30) is 5cos(2t+15)-4sin(2(t-15))

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factor 5cos(2t+15)-4sin(2t-30)

factor

5 cos (2 t + 15) - 4 sin (2 t - 30)

5 cos (2 t + 15) - 4 sin (2 (t - 15))

Solution steps

5 cos (2 t + 15) - 4 sin (2 t - 30)

Factor

2 t - 30 : 2 (t - 15)

= 5 cos (2 t + 15) - 4 sin (2 (t - 15))

\frac{d}{d t} ((x) (e^{t}))

ln (4 - 4 x^{2} - 4 y^{2})

6 ab - b^{2} + 12 a c - 2 b c

x + y + x z + yz + x z^{2} + y z^{2}

x + x y + x y^{2} - 1 - y - y

What is factor 5cos(2t+15)-4sin(2t-30) ?
The solution to factor 5cos(2t+15)-4sin(2t-30) is 5cos(2t+15)-4sin(2(t-15))