Problem 1 :

Choose the number of angles measuring between 2 and 2 for which cosine turns out to be 12.

Select one:

to. There are 10 angles in total.

b. There are 5 angles in total.

c. There are 9 angles in total.

d. There are 4 angles in total.

and. There are 3 angles in total.

f. There are 12 angles in total.

g. There are 11 angles in total.

h. There are 7 angles in total.

i. There are 8 angles in total.

j. There are 6 angles in total.

k. There is only 1 angle.

l. There are 2 angles in total.

Problem 2:

The asymptotic behavior of the curve f(x)=9 2^x can be described by saying that:

Select one:

to. when the x goes towards infinite negative, we have that the y goes up for 9.

b. when the x goes towards infinite negative, we have that the y goes down to 9.

c. when the x is increasing towards positive infinity, we have that the y goes up for 9.

d. when the x is increasing towards positive infinity, we have that the y goes up for -9.

and. e.

when the x is increasing towards positive infinity, we have that the y is going down for -9.

f. when the x is increasing towards positive infinity, we have that the y is going down for 9.

g. when the x goes towards infinite negative, we have that the y goes down to -9.

h. when the x goes towards infinite negative, we have that the y goes up for -9.