9. The rate at which the value, V, of a painting changest years after it is completed is given by the function RV(t). 2 6t + 4t + 10 (in dollars/year), what is the net change in the value of the (a) If RV(t) painting from 1 year after it's completed to 4 years after it's completed? (b) If RV(t) = \6t + 2 (in dollars/year), give a lower estimate for the net change in the value of the painting from 1 year after it's completed to 3 years after it's completed using a Riemann sum with 6 rectangles.

Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
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9. The rate at which the value, V, of a painting changes t years after it is completed is given by
the function RV(t).
(a) If RV(t)
+ 4t + 10 (in dollars/year), what is the net change in the value of the
painting from 1 year after it's completed to 4 years after it's completed?
|6t + 2 (in dollars/year), give a lower estimate for the net change in the
(b) If RV(t)
value of the painting from 1 year after it's completed to 3 years after it's completed using
a Riemann sum with 6 rectangles.
Transcribed Image Text:9. The rate at which the value, V, of a painting changes t years after it is completed is given by the function RV(t). (a) If RV(t) + 4t + 10 (in dollars/year), what is the net change in the value of the painting from 1 year after it's completed to 4 years after it's completed? |6t + 2 (in dollars/year), give a lower estimate for the net change in the (b) If RV(t) value of the painting from 1 year after it's completed to 3 years after it's completed using a Riemann sum with 6 rectangles.
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