What is 2sin(w(1.0475)+90) ?

The solution to 2sin(w(1.0475)+90) is 2(-0.44807…sin(1.0475w)+0.89399…cos(1.0475w))

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simplify 2sin(w(1.0475)+90)

simplify

2 sin (w (1.0475) + 90)

2 (- 0.44807 \dots sin (1.0475 w) + 0.89399 \dots cos (1.0475 w))

Solution steps

2 sin (w (1.0475) + 90)

Rewrite using trig identities

= 2 (- 0.44807 \dots sin (1.0475 w) + 0.89399 \dots cos (1.0475 w))

a^{2} - (a sin (θ))^{2}

sin (x - nπ)

sin (arccos (\frac{x}{7}))

x^{2} - (x sin (x))^{2}

5 sin (3 x - π)

What is 2sin(w(1.0475)+90) ?
The solution to 2sin(w(1.0475)+90) is 2(-0.44807…sin(1.0475w)+0.89399…cos(1.0475w))