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$56: 13$
A skate shop rents roller skates as shown in the table below.
Roller Skate Rentals
TimeCost
up to 60 minutes$\$ 5$
up to 2 hours$\$ 10$
up to 5 hours$\$ 20$
daily$\$ 25$
Which graph and function model this situation, where $c$ is the cost, in dollars, of renting skates, and $t$ is the numbe of hours in a single day that the skates are rented?
$c(t)=\left\{\begin{array}{l}5 \text { if } 0
$25+\cos \rightarrow \rightarrow$
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Pre-Tost
Actlre
1
2
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7
10
TME REMAN
$56: 13$
A skate shop rents roller skates as shown in the table below.
Roller Skate Rentals
Time | Cost |
up to 60 minutes | $\$ 5$ |
up to 2 hours | $\$ 10$ |
up to 5 hours | $\$ 20$ |
daily | $\$ 25$ |