Expressing \(\displaystyle{12}{\sin{{\left({w}{t}-{10}\right)}}}\) in cosine form.

burubukuamaw

burubukuamaw

Answered question

2022-04-04

Expressing 12sin(wt10) in cosine form.

Answer & Explanation

Avery Maxwell

Avery Maxwell

Beginner2022-04-05Added 13 answers

The identities you can use are:
sinx=cos(90x)
cosx=cos(x)
Therefore
sin(wt10)=cos(90(wt10))
=cos(100wt)
=cos(wt100)
Of course, you could also directly use
sinx=cos(90x)=cos(x90)

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