Question

You pay $1 to rent a movie plus an additional $0.50 per day until you return the movie. Your friend pays $1.25 per day to rent a movie. . Make tables showing the costs to rent a movie up to 5 days.]

Answer 1

Answer : The tables showing the costs to rent a movie up to 5 days is shown below.

Step-by-step explanation :

As we are given that first person pay $1 to rent a movie plus an additional $0.50 per day and another person pays $1.25 per day to rent a movie.

Let the number of days be, 'x'

The expression will be:

$\text{First person}=\ 1+\ 0.50x$

$\text{Second person}=\ 1.25x$

Now we have to make a table that showing the costs to rent a movie up to 5 days.

Costs to rent a movie of 1 day :

x = 1

$\text{First person}=\ 1+\ 0.50x=\ 1+\ 0.50\times 1=\ 1+\ 0.50=\ 1.50$

$\text{Second person}=\ 1.25x=\ 1.25\times 1=\ 1.25$

Costs to rent a movie of 2 day :

x = 2

$\text{First person}=\ 1+\ 0.50x=\ 1+\ 0.50\times 2=\ 1+\ 1=\ 2$

$\text{Second person}=\ 1.25x=\ 1.25\times 2=\ 2.5$

Costs to rent a movie of 3 day :

x = 3

$\text{First person}=\ 1+\ 0.50x=\ 1+\ 0.50\times 3=\ 1+\ 1.5=\ 2.5$

$\text{Second person}=\ 1.25x=\ 1.25\times 3=\ 3.75$

Costs to rent a movie of 4 day :

x = 4

$\text{First person}=\ 1+\ 0.50x=\ 1+\ 0.50\times 4=\ 1+\ 2=\ 3$

$\text{Second person}=\ 1.25x=\ 1.25\times 4=\ 5$

Costs to rent a movie of 5 day :

x = 5

$\text{First person}=\ 1+\ 0.50x=\ 1+\ 0.50\times 5=\ 1+\ 2.5=\ 3.5$

$\text{Second person}=\ 1.25x=\ 1.25\times 5=\ 6.25$

Answer 2

1st day
A - $1.5
B - $1.25
2nd day
A - $2
B - $2.5
3rd day
A - $2.5
B - $3.75
4th day
A - $3
B - $5
5th day
A - $3.5
B - $6.25