13 Ryan wants to rent a Segway to tour Washington DC. He pays a flat rate of $$ \$ 20 $$ to rent it. He then has to pay $$ \$ 5 $$ per hour he uses it. Ryan only has $$ \$ 50 $$ budgeted to spend on the Segway. Write an Ineguality to show how long he and rent it

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The inequality is $$ 20 + 5h \leq 50 $$. To determine how long Ryan can rent the Segway within his budget, we can set up an inequality based on the costs involved. 1. The flat rate to rent the Segway is $$ \$20 $$. 2. The cost per hour to use the Segway is $$ \$5 $$. 3. Ryan's total budget is $$ \$50 $$. Let $$ h $$ represent the number of hours Ryan rents the Segway. The total cost for renting the Segway can be expressed as: $$ \text{Total Cost} = 20 + 5h $$ To ensure that Ryan stays within his budget, we set up the following inequality: $$ 20 + 5h \leq 50 $$ This inequality shows that the total cost of renting the Segway (the flat rate plus the hourly rate multiplied by the number of hours) must be less than or equal to $$ \$50 $$. Now, we can solve the inequality for $$ h $$: 1. Subtract $$ 20 $$ from both sides: $$ 5h \leq 30 $$ 2. Divide both sides by $$ 5 $$: $$ h \leq 6 $$ Thus, the inequality $$ 20 + 5h \leq 50 $$ shows that Ryan can rent the Segway for a maximum of $$ 6 $$ hours.

13 Ryan wants to rent a Segway to tour Washington DC. He pays a flat rate of \( \$ 20 \) to rent it. He then has to pay \( \$ 5 \) per hour he uses it. Ryan only has \( \$ 50 \) budgeted to spend on the Segway. Write an Ineguality to show how long he and rent it

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13 Ryan wants to rent a Segway to tour Washington DC. He pays a flat rate of \( \$ 20 \) to rent it. He then has to pay \( \$ 5 \) per hour he uses it. Ryan only has \( \$ 50 \) budgeted to spend on the Segway. Write an Ineguality to show how long he and rent it

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