Simplify. Assume that no radicands were formed by raising negative quantities to even powers.3 
+ 3 
A. 27x
B. 3 
C. 9 
D. 27 
Answer: D
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Name the conic (horizontal ellipse, vertical hyperbola, and so on) corresponding to the given equation.
= 
A. Vertical parabola B. Horizontal hyperbola C. Horizontal parabola D. Vertical hyperbola
Solve the problem.Which of the following statements is not true?
A. Every wallpaper pattern must have translation symmetries in at least two different directions. B. There are seventeen different types of wallpaper patterns. C. Every border pattern must have translation symmetry in the direction of the pattern. D. There are exactly seven different types of border patterns. E. All of these statements are true.
Determine if the vertex of the graph is a maximum point or a minimum point.y = -(x + 1)2
A. Maximum B. Minimum
Write an equation for the parabola.vertex (-3, 5), focus (-14, 5)
A. x + 3 = -44(y - 5)2 B. x + 5 = -14(y - 3)2 C. (y - 5)2 = -44(x + 3) D. -44(x - 3) = (y + 5)2