What is expand s(20sqrt(3)sin(θ),12+12sqrt(3)sin(θ)) ?

The solution to expand s(20sqrt(3)sin(θ),12+12sqrt(3)sin(θ)) is 20sqrt(3)ssin(θ),12+12sqrt(3)ssin(θ)

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expand s(20sqrt(3)sin(θ),12+12sqrt(3)sin(θ))

expand

s (203 sin (θ), 12 + 123 sin (θ))

203 s sin (θ), 12 + 123 s sin (θ)

Solution steps

s (203 sin (θ), 12 + 123 sin (θ))

= s (20 \cdot 123, sin (θ) + 123 sin (θ))

Apply the distributive law:

a (b + c) = ab + a c

a = s, b = 203 sin (θ), 12, c = 123 sin (θ)

= s \cdot 203 sin (θ), 12 + s \cdot 123 sin (θ)

= 203 s sin (θ), 12 + 123 s sin (θ)

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What is expand s(20sqrt(3)sin(θ),12+12sqrt(3)sin(θ)) ?
The solution to expand s(20sqrt(3)sin(θ),12+12sqrt(3)sin(θ)) is 20sqrt(3)ssin(θ),12+12sqrt(3)ssin(θ)