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In a certain experiment, the velocity of a particle is measured every 8 seconds for a 64 minute

Question: #11: In a certain experiment, the velocity of a particle is measured every 8 seconds for a 64 minute period, as shown in the table below

t	v(t)
0	2.4
8	2.8
16	3.1
24	3.5
32	3.2
40	2.7
48	2.4
56	2.1
64	1.6

Approximate the distance the particle traveled during this interval using left-side Riemann sum with 4 subintervals.

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Solution: The downloadable solution consists of 2 pages
Deliverables: Word Document

$[Solution] If ∫_{5}^{12}{f(x)dx}=8 and ∫_0^5{f(x)dx}=3, and f is even, compute the following: (a) ∫ #4057$ [Solution] If ∫_{5}^{12}{f(x)dx}=8 and ∫_0^5{f(x)dx}=3, and f is even, compute the following: (a) ∫ #4057
$[Solved] Simplify: (2x-3-frac{10)/(4x-5)}{3x+2+(11)/(4x-5)} #29160$ [Solved] Simplify: (2x-3-frac{10)/(4x-5)}{3x+2+(11)/(4x-5)} #29160
(See Solution) Solve: (2x)/(x+2)-5=(7x)/(x+2) #29183
[Solved] Solve: t/(t-4)+3 = 4/(t-4) #29201
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In a certain experiment, the velocity of a particle is measured every 8 seconds for a 64 minute

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