In order to get to work, Lindsay takes access roads that require a toll for drivers to use. She pays $4 each day to use the access roads. She also pays $5 each day to park her car at the company lot. Assuming the toll payments are used to plot the x-coordinate and the parking lot payments are used to plot the y-coordinate, which ordered pair represents how much money Lindsay spends during a 5-day work week?

Lol, I had the same question on my math test today.

The answer is D. 20, 25.
Explanation:
It says the toll payments cost 4$ and it is the x coordinate and the parking cost 5$ and is the y coordinate. And it says she pays it for 5 workdays so we multiply 5 times 5 and 4 times 5 which is 25 and 20. But since x coordinate goes first the answer is written like this 20, 25.

help i need help on this question

In order to get to work, Lindsay takes access roads that require a toll for drivers to use. She pays $4 each day to use the access roads. She also pays $5 each day to park her car at the company lot. Assuming the toll payments are used to plot the x-coordinate and the parking lot payments are used to plot the y-coordinate, which ordered pair represents how much money Lindsay spends during a 5-day work week?

A.

(4,5)

B.

(12,15)

C.

(15,20)

D.

(20,25)

To determine the ordered pair representing how much money Lindsay spends during a 5-day work week, we need to consider the toll payments and parking lot payments for each day.

Toll payments: $4 each day
Parking lot payments: $5 each day

Now, let's calculate the total money spent by Lindsay during a 5-day work week.

Toll payments for 5 days = $4 x 5 = $20
Parking lot payments for 5 days = $5 x 5 = $25

Therefore, the ordered pair representing how much money Lindsay spends during a 5-day work week is (20, 25).

To find the ordered pair that represents how much money Lindsay spends during a 5-day work week, we need to calculate the total amount of money she spends on tolls and parking for each day and add them up.

Lindsay pays $4 each day for tolls and $5 each day for parking.

So, for each day of the work week, her total spending would be $4 + $5 = $9.

Since there are 5 working days in a week, we need to multiply $9 by 5 to find the total amount spent during the 5-day work week.

$9 x 5 = $45

Therefore, the ordered pair representing how much money Lindsay spends during a 5-day work week is (5, 45).