Arthur is typing a paper that is 390 words long. He can type 30 words in a minute. How long will it take for him to type the paper?

or Bobby likes to hike the trails near his house. On Saturday, he spent 4 hours hiking 8 miles. On Sunday, he plans to hike 12 miles. If he hikes at the same rate, how many hours will he spend hiking on Sunday?

The trainers at Atlantis Aquarium perform shows about sea life. Yesterday, they performed 4 shows in 2 hours. Today, they will perform 6 shows. If they perform shows at the same rate, how many hours will the trainers spend performing shows today?

Mr. Thompson drew a rectangle on the chalkboard with a length to width ratio of 5 to 2. He asked students to draw a rectangle with the same ratio of length to width in their journals. If you draw a rectangle with a width of 6 cm, what is the length?

Ms. Lopez draws two cylinders on the whiteboard. The first cylinder has a diameter of 6 inches and a height of 14 inches. The second cylinder has a diameter of 3 inches. What is its height?

At the beginning of every gym class, Mr. Gordon leads the class in a warm-up. In today's warm-up, the class does jumping jacks for 3 minutes. Erin does 54 jumping jacks. How many can she do in 4 minutes at the same rate?

The Marine Discovery Aquarium sells ocean-themed cookies in their gift shop. Last month, they sold 65 shark cookies and 85 clown fish cookies. If they maintain the same ratio and they sell 170 clown fish cookies, how many shark cookies will they sell

Aisha has a pet golden retriever named Lucky. She walks Lucky every night. Yesterday, Aisha and Lucky took a 45-minute walk and walked 3 miles. Today, Aisha plans to walk Lucky for only 30 minutes. If they keep the same pace, how many miles is that?

Shawna does her math homework every night. Last night, Shawna spent 45 minutes solving 15 math problems. Tonight, she needs to solve 10 math problems. If she does them at the same rate, how many minutes will Shawna spend solving math problems?

At a carnival it costs $6.54 for 3 tickets. Write an equation that can be used to express the relationship between the total cost (c) and the number of tickets(t) you buy.

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