[img]data:image/png;base64,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[/img][br][br]What percentage of Priya’s distance did Tyler walk? [br]
What percentage of Tyler’s distance did Priya walk? [br]
How many band members are sixth graders?[br]
How many band members are seventh graders?[br]
What percentage of the band members are eighth graders? Explain your reasoning.
Jada has a monthly budget for her cell phone bill. Last month she spent 120% of her budget, and the bill was $60. What is Jada’s monthly budget? Explain or show your reasoning.
Which is a better deal, 5 tickets for $12.50 or 8 tickets for $20.16? Explain your reasoning.
How long will it take the athlete to run 9 miles?[br]
How far can the athlete run in 1 hour?[br]