Refer to the given system to solve the problem. Find the solution of the system for which x2 = 0 and s1 = 0
A. (x1, x2, s1, s2) = (16, 0, 0, 42)
B. (x1, x2, s1, s2) = (90, 0, 0, 64)
C. (x1, x2, s1, s2) = (32, 0, 0, 45)
D. (x1, x2, s1, s2) = (18, 0, 0, 28)
Answer: D
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Find the indicated derivative for the given vector-valued function .Find Dt[h(t),r(t)] for r(t) = sin(6t)i + j and h(t) = e3t.
A. Dt[h(t),r(t)] = [3e3t sin(6t) + 6e3t cos(6t)]i - 3e3tj B. Dt[h(t),r(t)] = [3e3t sin(6t) + 6e3t cos(6t)]i + 3e3tj C. Dt[h(t),r(t)] = [3e3t sin(6t) + 6e3t cos(6t)]i D. Dt[h(t),r(t)] = [3e3t cos(6t)]i + 3e3tj
An earthquake has a period of 
second and an amplitude of 35,000µm. Find its measure on the Richter scale.
?
Please enter your answer as a number rounded to one decimal place.
Fill in the blank(s) with the appropriate word(s).
Find the difference.18.7 - 14.08
A. 4.72 B. 4.62 C. 32.78 D. 33.78
Find the indicated coefficient or term.The 8th term in the expansion of (x - 3y)13
A. -3,752,892x7y6 B. 1,250,964x7y6 C. -3,752,892x6y7 D. 1,250,964x6y8