Solve the problem.Find the fourth-degree polynomial satisfying the following conditions.P(-2) = 156, P(-1) = 40, P(0) = 16, P(1) = 6, P(2) = 28
A. P(x) = 4x4 - 5x3 + 3x2 - 12x + 16
B. P(x) = 1.19x109x4 - 5,183,958x3 - 135,150x2 - 2800x + 16
C. P(x) = 6.7x10-6x4 - 0.001x3 + 0.074x2 - 1.19x + 16
D. P(x) = 2256x4 + 154x3 + 28x2 + 246x + 16
Answer: A
You might also like to view...
Solve the problem.For a certain computer desk, the manufacturing cost C per desk (in dollars) is C = 
where x is the number of desks manufactured.a. Find the average cost per desk when manufacturing 200 desks.b. Find the average cost per desk when manufacturing 1000 desks.
A. a. $170 b. $194 B. a. $50 b. $26 C. a. $230 b. $206 D. a. $260 b. $230
Does the graph represent a function that has an inverse function?
A. Yes B. No
Add.6 + (-3) + (-22)
A. -19 B. 25 C. -13 D. 31
Find the LCD of the given rational expressions.
, 
A. (x + 8)2 B. x(x + 5)(x - 3) C. x(x + 8)2 D. x(x + 8)(x - 3)