Solve the problem.A parallelogram has a base of length 3x + 1 and a height of x + 1 and has an area of 96 square units. Find the base and height of the parallelogram. (A = bh)
A. height = 8 units; base = 12 units
B. height = 6 units; base = 16 units
C. height = 2 units; base = 48 units
D. height = 4 units; base = 24 units
Answer: B
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Provide an appropriate response.Define a self-similar fractal.
A. can be created by finding the fractal dimension B. has a fractal dimension between 0 and 1 C. has a fractal dimension greater than 2 D. looks similar to itself when examined at different scales
Suppose u and v are differentiable functions of x. Use the given values of the functions and their derivatives to find the value of the indicated derivative.u(1) = 4, u '(1) = -7, v(1) = 7, v '(1) = -4.
(2u - 4v) at x = 1
A. -20 B. 36 C. -30 D. 2
Use the distributive property to simplify.2(7m + 2)
A. 7m + 4 B. 28m C. 14m + 2 D. 14m + 4
Use the graph to determine the function's domain and range. Write the domain and range in interval notation.
A. domain: [0, ?) range: [-3, ?) B. domain: (-?, ?) range: [-3, ?) C. domain: [0, ?) range: (-?, ?) D. domain: [0, ?) range: [0, ?)