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Magazine Problem 1
A use the tables of conversion factors given in this section and other sections in this chapter to make the following conversions. (Round your answers to the nearest hundredth.) [Example 1] 4 hours 30 minutes to a. Minutes b. Hours
Problem 4
Make the following conversions in the U.S. system by multiplying by the appropriate conversion factor. Write your answers as whole numbers or mixed numbers. \(20 \mathrm{ft}\) to inches
Problem 13
Make the following conversions in the U.S. system by multiplying by the appropriate conversion factor. Write your answers as whole numbers or mixed numbers. 48 in. to yards
Problem 17
Make the following conversions in the metric system by multiplying by the appropriate conversion factor. Write your answers as whole numbers or decimals. \(4.8 \mathrm{km}\) to meters
Problem 18
Make the following conversions in the metric system by multiplying by the appropriate conversion factor. Write your answers as whole numbers or decimals. \(8.9 \mathrm{km}\) to meters
Problem 20
Make the following conversions in the metric system by multiplying by the appropriate conversion factor. Write your answers as whole numbers or decimals. 12 dm to millimeters
Problem 24
Make the following conversions in the metric system by multiplying by the appropriate conversion factor. Write your answers as whole numbers or decimals. \(67 \mathrm{mm}\) to centimeters
Problem 28
Make the following conversions in the metric system by multiplying by the appropriate conversion factor. Write your answers as whole numbers or decimals. \(89.5 \mathrm{cm}\) to decimeters
Problem 29
Liquid medication is usually given in milligrams per milliliter. Use the information to find the amount a patient should take for a prescribed dosage. Vantin \(^{\circ}\) has a dosage strength of \(100 \mathrm{mg} / 5 \mathrm{mL}\). If a patient is prescribed a dosage of \(150 \mathrm{mg}\), how many milliliters should she take?
Problem 30
Perform the indicated operation. Again, remember to use the appropriate conversion factor. [Examples \(2,3]\) Subtract 2 hours 54 minutes from 3 hours 7 minutes.
