Solve the problem.Suppose that the acceleration of an object is given by a(t) = 5t2/3 + 2e-t. The object's initial velocity, v(0), is 10 and the object's initial position, s(0), is -4. Find s(t).
A. s(t) = 
+ 2e-t + 8t - 6
B. s(t) = 3t5/3 - 2e-t + 12
C. s(t) = 
+ 2e-t + 12t - 6
D. s(t) = 
+ 2e-t + 10t - 4
Answer: D
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Find the intersection.6x + 2y + 9z = -10, -9x - 9y - 8z = 10
A. x = 65t - 70, y = -33t - 30, z = 36t
B. x = 65t - 
, y = -33t + 
, z = -36t
C. x = -2340t - 70, y = 1188t + 30, z = 36t
D. x = -65t + 70, y = 33t + -30, z = 36t
Solve the problem.Estimate the minimum number of subintervals needed to approximate the integral
with an error of magnitude less than 10-4 using Simpson's Rule.
A. 1 B. 0 C. 26 D. 2
Answer the question.What does the digit 7 mean in the number 189,247?
A. 7 ones B. 7 tens C. 7 thousands D. 7 hundreds
Consider the series
?
.
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Determine whether the geometric series converges or diverges.
?
If it converges, find its sum.
What will be an ideal response?