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Answer :
Final answer:
If Susie has $10, she can go to the movie, have a candy bar, and a soda.
Explanation:
If Susie has $10, she can go to the movie, have a candy bar, and a soda.
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Final answer:
After calculating the cost of each option with and without sales tax, the correct answer is that Susie can go to the movie, have a candy bar, and a soda, as the total cost is within her $10 budget.
Explanation:
If Susie has $10, we need to determine which of the choices presented to us is true based on the provided prices of movie tickets and concessions and the associated sales tax.
Movie ticket: $6.00
Popcorn: $2.75
Candy Bar: $1.30
Soda: $1.50
6% sales tax on Concessions
Let's examine each choice with Susie's $10 budget.
Choice A
Susie can go to the movie, have a candy bar and soda. The cost without tax would be $6.00 + $1.30 + $1.50 = $8.80. To find the total cost with tax, we calculate the sales tax on just the concessions (candy bar and soda): ($1.30 + $1.50) × 0.06 = $0.168 as tax, rounding to $0.17. Adding the tax to the cost gives us $8.80 + $0.17 = $8.97. Susie can make this choice since $8.97 is less than $10.
Choice B
Susie can go to the movie and have $5.00 left in change. This is incorrect since the movie ticket alone costs $6.00, leaving Susie with $4.00, not $5.00.
Choice C
Susie can go to the movie and have 2 candy bars and a box of popcorn. Without tax, it would cost $6.00 + $1.30 × 2 + $2.75 = $11.35, exceeding the $10 budget even before tax.
Choice D
Susie can go to a movie and pay for the admission price of a friend. This is not possible because the cost of two movie tickets is $6.00 × 2 = $12.00, which is more than the $10 Susie has.
The correct answer is Choice A: Susie can go to the movie, have a candy bar and soda.
