Hyperbola centered at the origin, vertex (0,19), asymptote y = (19/16) x
The axis is the y axis so this hyperbola has the form

We have (0,19) on the hyperbola so a=19. I'm going to take a wild guess that b=16 so our hyperbola has equation:

How do we find the asymptote? I don't remember, it's going to be approximately the line from the origin to some point with really big x and y.

As x gets big the +1 will matter less and less, so the asymptote is




Our guess was right!
Answer: 
The sequence is -3, -3, +3, +3
the next number is -3
Answer:
13= -1
Step-by-step explanation:
The radius is the distance from the center of the penny to the edge of the penny.
The distance around the edge of the penny is the perimeter