Answer:
The expression that represents all quadrantal angkes is where is an integer.
Step-by-step explanation:
Recall that the quadrantal angles are those coterminal with , , and . Now, notice that all of them can be written as integer multiples of :
Then, if we add to each one of the listed above angles an integer multiple of we get
But the numbers of the form , , and where is an integer, encompass all integers. Thus, all quadrantal angles can be written as
where is an integer.
32
32 × 1 = 32
8 × 4 = 32
Therefore, the LCM is 32
.049774
12/52 x 11/51 = .04977376
Answer: (square root 6)/2
1/2(2*square root 2)sin60
Answer:x^2-76