Solve the proportion problem.Tanya Forester discovered an old family photograph in the attic. It measured 2 inches wide and 3 inches long. She had a length of frame molding she could cut up to build a frame that could hold a picture with a perimeter of 33 inches. If the old photograph is enlarged to fit in that frame, what are the length and width of the enlarged photograph?
A. Length: 10.9 inches; width: 7.6 inches
B. Length: 9.4 inches; width: 7.6 inches
C. Length: 9.9 inches; width: 6.1 inches
D. Length:9.9 inches; width: 6.6 inches
Answer: D
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Simplify.
? 
A. 
B. 
C. 
D. 2
Find the volume of the geometric solid. If needed, use 3.14 as an approximation for ? and round the answer to the nearest tenth.Rectangular prism: l = 11 in., w = 15 in., h = 14 in.
A. V = 2310 in.3 B. V = 2475 in.3 C. V = 1694 in.3 D. V = 2940 in.3
Use a calculator to graph the rational function in the window indicated. Use the graph to (a) give the x- and y-intercepts, (b) explain why there are no vertical asymptotes, (c) give the equation of the oblique asymptote, and (d) give the domain and range.f(x) = 
; [-8, 8] by [-3.9, 3.9]
A. (a) x-intercepts: (-6, 0), (-3, 0), (6, 0); y-intercept: 
;
(b) The denominator has no real zeros because the discriminant, -132, is negative.;
(c) y = -x + 5;
(d) The domain and range are both (-?, ?).
B. (a) x-intercepts: (-3, 0), (-6, 0), (3, 0); y-intercept: 
;
(b) The denominator has no real zeros because the discriminant, -132, is negative.;
(c) y = x - 5;
(d) The domain and range are both (-?, ?).
C. (a) x-intercepts: (-6, 0), (-3, 0), (6, 0); y-intercept: 
;
(b) The denominator has no real zeros because the discriminant, -111, is negative.;
(c) y = x - 5;
(d) The domain and range are both (-?, ?).
D. (a) x-intercepts: (-3, 0), (-6, 0), (3, 0); y-intercept: 
;
(b) The denominator has no real zeros because the discriminant, -111, is negative.;
(c) y = -x - 5;
(d) The domain and range are both (-?, ?).
Perform the division.(6x3y3 + 6x5y7 - 6x6y4) ÷ (2x3y3)
A. 3 + 3xy4 - 3x2y B. 3 + 3x2y3 - 3x3y2 C. 3xy + 3x2y4 - 3x3y D. 3 + 3x2y4 - 3x3y