Answer:
Option A - The number of visitors is multiplied by (1+r) each year
Step-by-step explanation:
Given : The number of visitors to an art museum increases each year. The function
represents the number of visitors to the museum at year t, where N is the number of visitors in year 0 and r is the rate of increase.
To find : Select the correct statement?
Solution :
We have given an exponential function,
The function
represents the number of visitors to the museum at year t, where N is the number of visitors in year 0 and r is the rate of increase.
As In year 0,
The initial visitors is 
In year 1,

In year 2,

So, According to this the number of visors is multiplied by (1+r) each year.
Therefore, Option A is correct.
AnswerC
Step-by-step explanation:
Answer:
Part A:
Since Jasmine has more cousins rhan Brenda, who has 4 cousins, then the amount of cousins that Jasmine has (j) is greater than 4 so j > 4
Part B:
We have a number line and we draw an arrow starting from 4 and going to the right.
Hope this helped!
Answer: The value of the stove after 5 years is $1121.54
Step-by-step explanation:
Given: The price of stove A= $1150
The price depreciates about 0.5% each year.
In decimal the rate of depreciation r= 0.005
The value of the stove after x years is given by

The value of the stove after 5 years is given by

Hence, The value of the stove after 5 years is $1121.54.