Solve the problem.A population of algae consists of 4000 algae at time t = 0. Conditions will support at most 300,000 algae. The rate of growth of algae is proportional both to the number present (in thousands) and to the difference between 300,000 and the number present (in thousands). Given that the constant of proportionality is 0.01, a differential equation is 
Approximate the number of algae present when t = 2, using h = 0.5.
A. about 128 thousand
B. about 133 thousand
C. about 141 thousand
D. about 125 thousand
Answer: A
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Compute the division. Express your answer in simplest form.
÷ 
A. 
B. 
C. 
D. 
Solve the problem.Determine whether the ordered triple (2, 9, -4) is a solution of the system of equations.2x - 5y - 9z = -5 x + y + z = 73x - y + 5z = 35
A. No B. Yes
Provide an appropriate response.The 
of a polynomial is the common factor with the greatest coefficient and highest degree.
A. common factor B. least common multiple C. greatest common factor D. term
Find the fifth term and the nth term of the geometric sequence whose initial term, a, and common ratio, r, are given.a = 3; r = 
A. a5 = 
; an = 3 ? 
n-1
B. a5 = 
; an = 3 ? 
n
C. a5 = 
; an = 3 ? 
n-1
D. a5 = 
; an = 3 ? 
n