IM 6.3.1 Practice: The Burj Khalifa

An elevator travels 310 feet in 10 seconds. At that speed, how far can this elevator travel in 12 seconds? [i]Explain [/i]your reasoning.
Han earns $33.00 for babysitting 4 hours. At this rate, how much will he earn if he babysits for 7 hours? [i]Explain [/i]your reasoning.
The cost of 5 cans of dog food is $4.35. At this price, how much do 11 cans of dog food cost? [i]Explain [/i]your reasoning.
A restaurant has 26 tables in its dining room. It takes the waitstaff 10 minutes to clear and set 4 tables. At this rate, how long will it take the waitstaff to clear and set all the tables in the dining room? Explain or show your reasoning.
A sandwich shop serves 4 ounces of meat and 3 ounces of cheese on each sandwich. After making sandwiches for an hour, the shop owner has used 91 combined ounces of meat and cheese.
How many combined ounces of meat and cheese are used on each sandwich?[br]
How many sandwiches were made in the hour?[br]
How many ounces of meat were used?[br]
How many ounces of cheese were used?[br]
Here is a flower made up of yellow hexagons, red trapezoids, and green triangles.
How many copies of this flower pattern could you build if you had 30 yellow hexagons, 50 red trapezoids, and 60 green triangles? Of which shape would you have the most left over?[br][br][img]data:image/png;base64,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[/img]
Choose the appropriate unit of measurement for the given quantity:
the perimeter of a baseball field
the area of a bed sheet
the volume of a refrigerator
Choose the appropriate unit of measurement for the given quantity:[br][br]the surface area of a tissue box
the length of a spaghetti noodle
the volume of a large lake
the surface area of the the moon
Close

Information: IM 6.3.1 Practice: The Burj Khalifa