(d(2cost+2sint))/dt
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Answer:
d/dt 2cos(t) + 2sin(t) = d/dt 2cos(t) + d/dt 2sin(t)
= 2(-sin(t)) + 2cos(t)
= 2cos(t) - 2sin(t)
This is because:
2 is a constant, so it can be taken out of the derivative.
Also, Derivative of cos(t) = -sin(t)
And, Derivative of sin(t) = cos(t)
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