Solve the problem.Assume that a population is growing initially at a rate of 5.5%. If P2 = 0.72, use the logistic growth model to compute the value of P3.
A. 0.78
B. 0.85
C. 0.70
D. 0.73
Answer: D
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For the given rectangular equation, write an equivalent polar equation.x2 + 4y2 = 4
A. r2(4 cos2? + sin2?) = 4 B. r2(cos2? + 4 sin2?) = 4 C. cos2? + 4 sin2? = 4r D. 4 cos2? + sin2? = 4r
Solve the system of equations by the substitution method.
A. (2, -2) B. (-2, -3) C. (-3, -2) D. no solution
Shade the Venn diagram to represent the set.B ? (A ? C')
A. 
B. 
Each day Larry needs at least 10 units of vitamin A, 12 units of vitamin B, and 20 units of vitamin C. Pill #1 contains 4 units of A and 3 of B. Pill #2 contains 1 unit of A, 2 of B, and 4 of C. Pill #3 contains 
of A, 1 of B, and 5 of C.Pill #1 costs 8 cents, pill #2 costs 14 cents, and pill #3 costs 
Larry wants to minimize cost. What is the constraint inequality for vitamin A?
A. 3P1 + 2P2 + P3 ? 12 B. 4P1 + P2 + 10P3 ? 10 C. 4P2 + 5P3 ? 20 D. 8P1 + 14P2 + 11P3 ? 10