Find the Taylor polynomial of lowest degree that will approximate F(x) throughout the given interval with an error of magnitude less than than 10-3.F(x) = 
, [0, 0.5]
A. x - 
+ 
B. x - 
+ 
C. x - 
+ 
D. x - 
+ 
Answer: B
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Multiply.2y(3y3 + 10y)
A. 5y4 + 12y2 B. 6y4 + 10y C. 6y3 + 20y D. 6y4 + 20y2
Explain how to obtain the graph of the given quadratic function from the graph of 
f(x) = -2(x + 9)2 + 6
A. Take the graph of y = x2 and shift it 9 units to the right, shift it 6 units up, vertically stretch it by a factor of +2, and the graph will open downward. B. Take the graph of y = x2 and shift it 9 units to the left, shift it 6 units up, vertically compress it by a factor of +2, and the graph will open downward. C. Take the graph of y = x2 and shift it 9 units to the right, shift it 5 units down, vertically stretch it by a factor of +2, and the graph will open upward. D. Take the graph of y = x2 and shift it 9 units to the left, shift it 6 units up, vertically stretch it by a factor of +2, and the graph will open downward.
Translate to an equation and solve. 100% of what is 15?
A. 1 B. 100 C. 15 D. 30
Evaluate the expression. Make sure you simplify.(-4 - 7)[6 + (6 + 3)]
A. 22 B. -75 C. 26 D. -165