Find the limit and determine if the function is continuous at the point being approached.
tan(sin(0 cos(sin ?)))
A. 0; no
B. does not exist; no
C. 0; yes
D. 1; yes
Answer: C
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Solve the linear equation.
= 
+ 
A. 
B. {0}
C. 
D. 
Solve the problem.Graph 1 is connected and every edge is a bridge. Graph 2 is such that for any pair of vertices in the graph there is one and only one path joining them.
A. Graph 1 must be a tree; Graph 2 must be a tree. B. Graph 1 cannot be a tree; Graph 2 cannot be a tree. C. Graph 1 must be a tree; Graph 2 may or may not be a tree. D. Graph 1 must be a tree; Graph 2 cannot be a tree. E. none of these
Provide an appropriate response.Let P be a polynomial function with real coefficients. If -4, 2, 
, and 7 - 5i are zeros of P, what is the smallest possible degree that P can have?
A. 6 B. 8 C. 5 D. 4
Provide an appropriate response.When using the intersection-of-graphs method of graphical solution, explain the significance of the 
at the bottom of the graphing calculator display.
What will be an ideal response?