Find the common ratio.
, 
, 
, 
, . . .
A. 3
B. 
C. 
D. 
Answer: B
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Solve the initial value problem.Differential Equation: 
= i + (7t3 - 5t)j + 
kInitial Condition: r(0) = 2j + (ln 6)k
A. r(t) = ti + 
j + ln(t + 6)k
B. r(t) = i + 
j + (ln 6)k
C. r(t) = ti + 
j + (ln t)k
D. r(t) = ti + 
j + (ln 6)k
Solve the problem.W = 0.62g2 - 0.03g + 10.6 models the average weight in ounces for a mouse who is fed g grams of a special food per day. Use the model to find and interpret the result when g = 15.
A. When g = 15, P = 150.07; 15 mice gained an average of 150.07 ounces per day when fed the special food.
B. When g = 15, P = 298.05; When a mouse is fed an average of 298.05 ounces of the special food per day, its weight will be at least 15 ounces.
C. When g = 15, P = 19.45; The average amount of the special food that 15 mice should be fed is 
D. When g = 15, P = 149.65; When a mouse is fed 15 grams of the special food per day, its average weight is 149.65 ounces.
Convert as indicated.213,000,000 mg = t
A. 21,300 B. 213 C. 21.3 D. 0.213
Perform the indicated operation. Write the result in the form a + bi.(3 - 3i) - (3 - i)
A. 6 - 4i B. 0 - 2i C. 0 - 4i D. 6 - 2i