Write the standard form for a hyperbola centered at (h, k). Identify the center and the vertices.16x2 - 4y2 + 32x + 8y - 52 = 0
A. C(1, - 1); Vertices: V1(1 ± 4, - 1); -
= 1
B. C(-1, 1); V(-1, 1 ± 2); -
= 1
C. C(-1, 1); Vertices: V1(2, -1 ± 4); -
= 1
D. C(-1, 1); V(-1 ± 2, 1); -
= 1
Answer: D
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Give the center and radius of the circle. Then sketch its graph.(x - 1)2 + (y + 5)2 = 25
A. center (1, - 5), r = 5
B. center (1, 5), r = 5
C. center (- 1, 5), r = 5
D. center (- 1, - 5), r = 5
Divide and, if possible, simplify. ÷
A.
B.
C. z - 2
D.
Provide an appropriate response.The annual interest paid on a bond is equal to the face value of the bond:
A. multiplied by the stated annual interest rate B. plus the stated annual interest rate C. minus the stated annual interest rate D. divided by the stated annual interest rate
Add or subtract. Simplify the answer. -
A.
B.
C.
D.