Every day, there are 5 times more likes on an internet video of a dog which is modeled by the function c(n) = (5)n − 1, where n
is the number of days since the video posted. On the first day, there were 103 likes. What is the function that shows the number of likes each day? (1 point) c(n) = (5)(103)(n − 1) c(n) = (103)n − 1 c(n) = 103(5)n − 1 c(n) = (5)103 − 1
The answer the modeled function is <span>c(n) = (5)^(n − 1) It was assumed that </span><span>on the first day, there were 103 likes, it can be considered as C(1), such that C(1) = 103 likes therefore, the </span><span>he function that shows the number of likes each day is
Perpendicular is the answer because for it to be perpendicular it has to be the opposite 3/4’s opposite is -4/3 which is why the answer is perpendicular
Using the data presented in the problem, you are asked to
predict the probability that future customers will cancel their preorders. To find
the probability, you have to divide the number of people who cancelled their
preorders by the total number of people who preordered.
35 people / 140 people = .25 or 25% probability that the
future customers will cancel their preorders.
