Inactive Tutor answered 12/01/19
Tutor
New to Wyzant
s(t) = ∫(9t2 + 2t)dt = 3t3 + t2 + C
2 = 3(1)3 + (1)2 + C
Solve for C:
C = 2 − 3 − 1 = -2
s(t) = 3t3 + t2 − 2
The initial value is when t = 0
s(0) = -2
Heather H.
asked 12/01/19Solve the initial value problem:
ds/dt = 2t + 9t^2
s(1) = 2
Inactive Tutor answered 12/01/19
s(t) = ∫(9t2 + 2t)dt = 3t3 + t2 + C
2 = 3(1)3 + (1)2 + C
Solve for C:
C = 2 − 3 − 1 = -2
s(t) = 3t3 + t2 − 2
The initial value is when t = 0
s(0) = -2
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