Predict the new location of the point (x, y), when it is translated by A. Compute Y = AX to verify your prediction.A = 
, (x, y) = (5, -8), and X = 
A. (3, -7)
B. (2, -1)
C. (8, -15)
D. (8, -1)
Answer: C
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Find the Jacobian J(u, v).
A. -6
B. 
C. 80
D. - 
Provide the requested approximation and answer with a complete sentence.A publishing company sold 27,265,591 books in 2000. Round the number of books sold to the nearest ten million.
A. The number of books sold was approximately 30,000,000. B. The number of books sold was approximately 27,000,000. C. The number of books sold was approximately 20,000,000. D. The number of books sold was approximately 27,270,000.
Solve the problem.Under a certain apportionment method, a state receives an apportionment of 42 seats when the total number of seats in the legislature is 234 but only 41 seats when the total number of seats in the legislature is 235. This is called
A. the new states paradox. B. the population paradox. C. a violation of the quota rule. D. the Alabama paradox. E. none of these
Solve the problem.The monthly sales volume y (in thousands of dollars) is related to monthly advertising expenditures x (in thousands of dollars) according to the equation 
Spending how much money on advertising will result in sales of at least $50,000 per month?
A. Between $5000 and $10,000 B. At least $5000 C. At least $7500 D. At least $10,000