Sania has some money in her account. Every month, she uses the same amount of money from her account to pay for her dance classes. The table below shows the amount of money left in her account after a certain amount of time, in months:

Sania's Savings

Month (x)

Amount (dollars) (y)

0

150

1

110

2

70

3

30

What is the value of the rate of change of the function for this table and what does it represent in this situation?

-$40 per month; the amount of money withdrawn per month

$40 per month; the initial amount of money in the account

-$150 per month; the amount of money withdrawn per month

$150 per month; the initial amount of money in the account

Question

Jaylee Graves

Mathematics

29 April, 15:28

Sania has some money in her account. Every month, she uses the same amount of money from her account to pay for her dance classes. The table below shows the amount of money left in her account after a certain amount of time, in months:

Sania's Savings

Month (x)

Amount (dollars) (y)

0

150

1

110

2

70

3

30

What is the value of the rate of change of the function for this table and what does it represent in this situation?

-$40 per month; the amount of money withdrawn per month

$40 per month; the initial amount of money in the account

-$150 per month; the amount of money withdrawn per month

$150 per month; the initial amount of money in the account

+4

Answers (2)

Know the Answer?

Emilie Ballard · Answer 1

150-110 = 40

rate of change would be - 40, the amount withdrawn every month

Alivia · Answer 2

Ok so if she has 150 and takes out the same amount each month (x) which would be 110 ... so 150-110 would result in 40 however since its every month of being withdrawn then it would result in - 40 A