Solve the problem involving consecutive integers.The sum of three consecutive integers is 468. Find the numbers.
A. 155, 156, 157
B. 156, 157, 158
C. 154, 155, 156
D. 154, 156, 158
Answer: A
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Use either the binomial theorem or Pascal's Triangle to expand the binomial.(3x - 4y)3
A. 9x3y - 12x2y2 + 16xy3 B. 27x3 - 108x2y + 144xy2 - 64y3 C. 27x3 - 36x2y + 48xy2 - 64y3 D. 9x3y - 24x2y2 + 16xy3
Perform the following operation and write the result in lowest terms. 6
+ 6
A. 12
B. 13
C. 12
D. 12
Solve the problem.Estimate the minimum number of subintervals needed to approximate the integral
with an error of magnitude less than 10-4 using the Trapezoidal Rule.
A. 197 B. 50 C. 99 D. 279
Use the graph to identify the x- and y- intercepts or state that there is no x- or y-intercept.
A. x-intercept = -3; y-intercept = 3 B. x-intercept = 1; y-intercept = 3 C. x-intercept = 1; y-intercept = -3 D. x-intercept = -1; y-intercept = -3