Solve.How long must $5300 be in a bank at 7% compounded annually to become $9106.39? (Round to the nearest year.)
A. 9 yr
B. 10 yr
C. 7 yr
D. 8 yr
Answer: D
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Solve the problem.Integrate 
over the region 0 ? x2 + y2 ? 9.
A. ?(sin 3 - 3 cos 3) B. 2?(sin 3 - cos 3) C. 2?(sin 3 - 3 cos 3) D. ?(sin 3 - cos 3)
Solve the problem.A high-wattage lamp on the top of a pole casts a circle of light around the pole with a radius of 
The pole's location is 
east and 
south of a round intersection. Using the road intersection as the origin, write an equation for the outer boundary of the circle of light.
A. (x - 14)2 + (y + 19)2 = 2025 B. (x + 14)2 + (y - 19)2 = 2025 C. (x - 14)2 + (y - 19)2 = 2025 D. (x - 14)2 - (y - 19)2 = 2025
Use the information below to determine the cardinality of the set. U = {x | x ? N and x ? 15} A = {x | x ? N and 5 < x < 10} B = {x | x ? N and x is even and x < 14} C = {x | x ? N and 8 ? x ? 13}n(A ? B ? C)
A. 10 B. 9 C. 15 D. 1
Fill in the blank with the correct inequality symbol.If x < 5, then -3x 
-15.
A. < B. ? C. > D. ?