Find the volume of the solid bounded above by the surface 
and below by the plane region R.
?
; R is the region bounded by 
.
?
A. 
B. ?
C. ?
D. ?
E. ?
Answer: E
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The problem tells by what factor and direction the graph of the given function is to be stretched or compressed. Give an equation for the stretched or compressed graph.y = x2 + 1
compressed vertically by a factor of 2
A. y = 
+ 
B. y = 
+ 1
C. y = 4x2 + 1
D. y = 2x2 + 2
Solve the problem.A rectangular TV screen has an area of 333.0 in.2. and a diagonal of 36.0 in. Find the dimensions of the screen.
A. 27.2 in. by 43.0 in. B. 18.2 in. by 41.9 in. C. 9.60 in. by 34.7 in. D. 13.6 in. by 49.1 in.
Identify and graph the conic section. Label the center and/or vertex as appropriate.
+ 
= 1
A. ellipse; center (-3, 5);
(6, 5), (-12, 5), (-3, 11), (-3, -1)
B. hyperbola; center (-3, 5);
(-9, 5), (3, 5)
C. hyperbola; center (-3, 5);
(6, 5), (-12, 5)
D. ellipse; center (-3, 5);
(-9, 5), (3, 5), (-3, -4), (-3, 14)
Show that for any positive number ? we can find a positive number ? such that the statement below is satisfied.-15x - 125 is less than ? away from 130 whenever x is less than ? away from -17.
A. ? = 
B. ? = 
C. ? = 
D. ? = 