Determine any local or absolute extrema as indicated.Determine graphically the local extrema of f(x) = -3x2/3 + 4.
A. Local maximum: 0; no local minimum
B. No local maximum; local minimum: 4
C. Local maximum: 4; local minimum: -?
D. Local maximum: 4; no local minimum
Answer: D
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Provide the proper response.To graph src="https://sciemce.com/media/4/ppg__rrr0701190840__f1q100g6.jpg" style="vertical-align: -17.0px;" /> - 1 ? 0 can be determined graphically and (b) how it relates to the domain of the hyperbola.
- 
= 1 on a graphics calculator, we must consider the union of the graphs of the two functions. y1 = 6
and y2 = -6
. Using the graph of y = 
- 1, explain (a) how the solution set of 
What will be an ideal response?
Solve the right triangle for all missing sides and angles to the nearest tenth.
c = 32B = 36°29'
A. A = 53°31', a = 19, b = 23.7 B. A = 53°31', a = 25.7, b = 19 C. A = 53°31', a = 19, b = 25.7 D. A = 53°31', a = 18.9, b = 25.8
Multiply.-5x3(5x - 4)
A. -25x + 20 B. -25x4 - 4 C. -5x3 D. -25x4 + 20x3
Add or subtract as indicated.3
- 6
A. 9
B. -3
C. -3
D. -18