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:
[tex]\text{First person}=\$ 1+\$ 0.50x[/tex]
[tex]\text{Second person}=\$ 1.25x[/tex]
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
[tex]\text{First person}=\$ 1+\$ 0.50x=\$ 1+\$ 0.50\times 1=\$ 1+\$ 0.50=\$ 1.50[/tex]
[tex]\text{Second person}=\$ 1.25x=\$ 1.25\times 1=\$ 1.25[/tex]
Costs to rent a movie of 2 day :
x = 2
[tex]\text{First person}=\$ 1+\$ 0.50x=\$ 1+\$ 0.50\times 2=\$ 1+\$ 1=\$ 2[/tex]
[tex]\text{Second person}=\$ 1.25x=\$ 1.25\times 2=\$ 2.5[/tex]
Costs to rent a movie of 3 day :
x = 3
[tex]\text{First person}=\$ 1+\$ 0.50x=\$ 1+\$ 0.50\times 3=\$ 1+\$ 1.5=\$ 2.5[/tex]
[tex]\text{Second person}=\$ 1.25x=\$ 1.25\times 3=\$ 3.75[/tex]
Costs to rent a movie of 4 day :
x = 4
[tex]\text{First person}=\$ 1+\$ 0.50x=\$ 1+\$ 0.50\times 4=\$ 1+\$ 2=\$ 3[/tex]
[tex]\text{Second person}=\$ 1.25x=\$ 1.25\times 4=\$ 5[/tex]
Costs to rent a movie of 5 day :
x = 5
[tex]\text{First person}=\$ 1+\$ 0.50x=\$ 1+\$ 0.50\times 5=\$ 1+\$ 2.5=\$ 3.5[/tex]
[tex]\text{Second person}=\$ 1.25x=\$ 1.25\times 5=\$ 6.25[/tex]
