# Unit conversion - math word problems

#### Number of examples found: 624

• Aquarium Aquarium is cube with edge 45 cm. How much water can fit in there?
• A swiming A swiming pool holds 30000lt of water. How many gallons does it hold? 1 gallon= 4.55lt
• If the 2 If the temperature is 86 degrees in Fahrenheit, what is the same temperature in Celsius?
• Surface of the cube Find the surface of the cube that has volume 1/1m3 2/0.001 m3 3/8000 mm3
• Feet to miles A student runs 2640 feet. If the student runs an additional 7920 feet, how many total miles does the student run?
• Bean bag A student tossed a bean bag. It landed 216 inches away. How many yards are equal to 216 inches?
• Gold horseshoe Calculate the volume of a gold horseshoe that weighs 750g.
• Surface and volume Find the surface and volume of a cuboid whose dimensions are 1 m, 50 cm, and 6 dm.
• Mixing Celsius and Fahrenheit Add up three temperatures: 5°F +6°F +0°C
• Knight Knight passed 13 km long track in 26 minutes, what was his average speed?
• Two dogs Izzy's dog is 10 1/2 years old. Paige's dog is 18 months old. How many years older is Izzy's dog?
• Clock How long is trajectory of second hand of hours for day, if is 15 mm long?
• Wheel What is the wheel diameter if on the 0.38 km track turns 128 times?
• Area of rectangle Calculate the area of rectangle in square meters whose sides have dimensions a = 80dm and b = 160dm.
• Tons of coal Coal hopper has a capacity of 285 liters. How many tons is it? The bulk density of coal is 916 kg/m3.
• Recipe A recipe requires 2 pounds of flour. If a chef wants to triple the recipe, how many ounces of flour will be needed?
• Water flow How much water flow in pipe with a diameter of 16 cm in 1 hour if the water velocity is 2.5 m/s?
• Nightingale Nightingale sang five seconds for 5 hours and 5 minutes. How many seconds were missing to sing 10 hours?
• Pool 3 How long will fill pool cuboid shape (8m 6m 1.5m) when flows 15 liters/s?
• Ice cream in cone In the ice cream cone with a diameter of 5.7 cm is 0.8 dl of ice cream. Calculate the depth of the cone.

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