Give an example of a non-right triangle in which the Law of Sines would be appropriate to solve the triangle and an example of second non-right triangle in which the Law of Cosines would be appropriate to solve the triangle. Explain.
What will be an ideal response?
Law of Sines example should be a triangle with the measure of two sides and an angle opposite one of them or the measure of at least one side and any two angles given.
Law of Cosines example should be a triangle with the measure of all three sides or the
measure of two sides and their included angle given.
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Answer each question appropriately.Suppose the area of the region between the graph of a positive continuous function f and the x-axis from x = a to x = b is 5 square units. Find the area between the curves 
and 
A. -25 square units B. 25 square units C. -15 square units D. 15 square units
Find the first six terms of the sequence.a1 = 10, an = 1 - 
A. 10, - 
, 
, 
, - 
, 
B. 10, 
, 
, -8, 
, 
C. 10, 
, - 
, -10, 
, 
D. 10, 
, - 
, 10, 
, - 
Solve the equation.
+ 
= -1
A. 5
B. 0
C. No solution
D. - 
Find the intervals over which the given function is increasing, is decreasing, or is constant.f(x) = 4
A. constant on (-?, ?) B. decreasing on (-?, ?) C. constant on (-4, 4) D. increasing on (-?, ?)