Check:

p(2)=282.572818136756

\ thousand dollars per year,

t

years since

2000,0

.\

p(t)

thouspandidnllan marman-\ since 2000\ We wish to estimate the area trapped between

p(t)

and the

t

-axis from

t=0

to

t=8

using two right rectangles of equal width.\

Area ~~\\\\sum_(l=1)^2 p(t_(1))\\\\Delta t=\\\\Delta t[p(t_(1))+p(t_(2))]

\ where\

\\\\Delta t=\ t_(1)=\ t_(2)=

\ (b) Complete the calculation for the rectangle area estimation described above. Round your answer to 3 decimal places.\

Area ~~\\\\sum_(t=1)^2 p(t_(i))\\\\Delta t~~

\ (c) What are the units for the area estimation described above?\ thousand dollars per year\ years\ thousand dollars

We wish to estimate the area trapped between p(t) and the t-axis from t=0 to t=8 using two right rectangles of equal width. (a) Complete the sigma notation for the area estimation described above by providing the width of each rectangle and the input values used to calculate the height of each rectangle. Areai=12p(t1)t=t[p(t1)+p(t2)] where tt1t2=== (b) Complete the calculation for the rectangle area estimation described above. Round your answer to 3 decimal places. Areai=12p(t)t (c) What are the units for the area estimation described above? thousand dollars per year years thousand dollars