Solve the problem.The hyperbola
-
= 1 is shifted up 8 units and left 5 units. Find an equation for the new hyperbola and find the new vertices.
A. -
= 1; vertices: (-5 ±
, 8)
B. -
= 1; vertices: (-5 , 8 ±
)
C. -
= 1; vertices: (-5 , 8 ±
)
D. -
= 1; vertices: (-5 ±
, 8)
Answer: A
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Find the exact value by using a sum or difference identity.tan
A. - 2 +
B. 2 +
C. - 2 -
D. 2 -
Sketch the level curves of the function corresponding to the given values of z.
?
;
?
A. ?
B. ?
C. ?
D. ?
A reflector for a satellite dish is parabolic in cross section, with the receiver at the focus F. The reflector is 1 ft deep and 30 ft wide from rim to rim (see the figure). How far is the receiver from the vertex of the parabolic reflector?
?
Round to the nearest foot, if necessary.
?
?
A. 59 ft
B. 51 ft
C. 56 ft
D. 53 ft
E. 52 ft