Question: If f ( x ) = sin x and g ( x ) = cos x , determine the following. f ? (4 n +
If
f(x) = sin x
and
g(x) = cos x,
determine the following.
| f?(4n + 1)(x) | = | g(4n + 1)(x) | = | |||
| f?(4n + 2)(x) | = | g(4n + 2)(x) | = | |||
| f?(4n + 3)(x) | = | g(4n + 3)(x) | = | |||
| f?(4n + 4)(x) | = | g(4n + 4)(x) | = |
Now, use your answers to calculate
F(157)(x)
when
F(x)= 5 sin x + 4 cos x.
F(157)(x)
=
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