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IntegrateMe
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A solar panel outputs P(θ) watts when the angle between the sun and the panel is θ for 0 ≤ θ ≤ π. On any day, the angle between the panel and sun t hours after 6 a.m. is θ(t) for 0 ≤ t ≤ 14. Assume that sunrise is at 6 a.m. and sunset is 8 p.m.
Suppose dP/dθ (2π/3) = 12 and θ(t) = arcsin(t/7 - 1) + π/2
Find the change in power for the panel between 4:30pm-5:30pm.
I'm not asking any of you to do the problem for me, I just need some guidance as how to start.
Thanks everyone :)
Suppose dP/dθ (2π/3) = 12 and θ(t) = arcsin(t/7 - 1) + π/2
Find the change in power for the panel between 4:30pm-5:30pm.
I'm not asking any of you to do the problem for me, I just need some guidance as how to start.
Thanks everyone :)