The answer is c. My dude good luck
Domain: (-infinity,infinity)
Range: (-infinity,infinity)
as x goes to infinity y goes to: infinity
as x goes to -infinity y goes to: -infinity
The container has a total of 41 possible numbers from which to draw, and so each one as a probability of
of being drawn.
Most of these numbers are even (21 of them) and

20 of these numbers are greater than 30, so

and among these, exactly half are even, so that

So we have

How many apples are in there
Step-by-step explanation:
Face is 5 the edges is 10 the vertices is 12