Find a possible equation of the graph. Each has mark on the x-axis represents ?/2 below
y = -2sin x (answers can vary)
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Solve the problem.Recycling, like all real processes, is not 100% efficient. Each time an aluminum can is recycled, a portion of the can becomes unrecoverable and thus "disappears" from future recycles. The fraction of an aluminum can that is reclaimable after n recycles is given by F = (0.87)n. The can has effectively "disappeared" when F < 0.07. How many times can the can be recycled before it "disappears"?
A. 22 B. 17 C. 21 D. 19
Begin by drawing a rough sketch to determine the number of real solutions for the equation y1 = y2. Then use an analytic method to confirm your answer. Give the solution set and any extraneous values that may occur.y1 = 
y2 = 4x
A. 
One real solution; {1}; no extraneous values
B. 
One real solution; 
; 
is extraneous.
C. 
Two real solutions; 
; no extraneous values
D. 
No real solutions; ?; no extraneous values
Solve the equation.e6x - 1 = (e4)-x
A. 
B. {0}
C. 
D. 
Graph the function.y = 4ex + 1
A. 
B. 
C. 
D. 