Find the extreme values of the function and where they occur.y = (x - 5)2/3
A. There are no definable extrema.
B. The minimum value is 0 at x = -5.
C. The minimum value is 0 at x = 5.
D. The maximum value is 0 at x = -5.
Answer: C
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Determine whether the triangles are congruent. If they are congruent, state why.
A. congruent; SAS B. congruent; ASA C. congruent; SSS D. not congruent
The graph shows the region of feasible solutions. Find the maximum or minimum value, as specified, of the objective function.objective function = x - 5y; minimum
A. -37 B. -61 C. -49 D. -13
Write an algebraic equation and use it to solve the problem.In 1999, City A experienced 18 armed robberies less than twice that of City B. In the two cities combined, 132 armed robberies occurred. How many armed robberies occurred in City A and in City B?
A. City A: 82 armed robberies; City B: 50 armed robberies B. City A: 57 armed robberies; City B: 75 armed robberies C. City A: 58 armed robberies; City B: 38 armed robberies D. City A: 32 armed robberies; City B: 100 armed robberies
Name the polygon.
A. quadrilateral B. hexagon C. triangle D. nanogon E. pentagon