Soru 3
In the question below, a, b and c are the middle, lowest and highest values of the last three
digits in the student number. (For example, if the student number is 1182836; a is 6, b is 3, and
c is 8. If any of these numbers is zero, take 1 instead).
If $v(t) = a\sin20\pi t - b\Pi(t/c) + b\Pi(t/c)\cos10\pi t + a\sin c(t/b) + a\Lambda(t/4)\cos4\pi t$
First, re-write the $v(t)$ according your student number (replace a, b, and c with numbers).
Find $v'(t)$, show the steps.
Sketch $v(t)$ and $v'(t)$.
Yan?t?n?z: