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The cost to rent a -horsepower pontoon on Lake Pleasant for hours, along with the rental of water toys, during the Early Bird Special discount period, is given by the equation. What is the meaning of the in this equation?Choose answer:(A) is the cost of the pontoon rental for hours, with no water toys.(B) is the amount of the Early Bird Special discount.(C) is the cost of renting one water toy.(D) is the total cost of renting water toys.
Full solution
Q. The cost to rent a -horsepower pontoon on Lake Pleasant for hours, along with the rental of water toys, during the Early Bird Special discount period, is given by the equation. What is the meaning of the in this equation?Choose answer:(A) is the cost of the pontoon rental for hours, with no water toys.(B) is the amount of the Early Bird Special discount.(C) is the cost of renting one water toy.(D) is the total cost of renting water toys.
- Understand Term : The equation given is . We need to understand the meaning of the term in this context.
- Simplify Equation: First, let's simplify the equation a bit. The term represents the cost of renting the pontoon for hours. Now, we need to focus on the part.
- Interpret : The term is added to the cost of the pontoon rental, which means it's an additional cost. Since represents the number of water toys, must represent the total cost for renting water toys.
- Calculate Total Cost: Each water toy costs T \times TT.
- Calculate Total Cost: Each water toy costs \(15 to rent, so if you rent \)T\( water toys, the total cost for the toys would be \)\(15\)\( times the number of toys, which is \)\(15\)T\(.Therefore, the correct answer is (D) \)\(15\)T is the total cost of renting water toys.
