IM 6.3.4 Lesson: Converting Units
Find the values mentally.
[math]\frac{1}{4}[/math] of 32
[math]\frac{3}{4}[/math] of 32
[math]\frac{3}{8}[/math] of 32
[math]\frac{3}{8}[/math] of 64
Elena and her mom are on a road trip outside the United States. Elena sees this road sign.
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[/img][br][br][size=150]Elena’s mom is driving 75 miles per hour when she gets pulled over for speeding. [br][br]The police officer explains that 8 kilometers is approximately 5 miles. [/size][br][br]How many kilometers are in 1 mile?
How many miles are in 1 kilometer?
If the speed limit is 80 kilometers per hour, and Elena’s mom was driving 75 miles per hour, was she speeding? By how much?
A veterinarian uses weights in kilograms to figure out what dosages of medicines to prescribe for animals. For every 10 kilograms, there are 22 pounds. Calculate this animal’s weight in kilograms and explain your reasoning.
Fido the Labrador weighs 88 pounds.[br]
Spot the Beagle weighs 33 pounds.
Bella the Chihuahua weighs [math]5\frac{1}{2}[/math] pounds.[br]
A certain medication says it can only be given to animals over 25 kilograms. How much is this in pounds?[br]
Diego is trying to follow a recipe, but he cannot find any measuring cups! He only has a tablespoon. In the cookbook, it says that 1 cup equals 16 tablespoons. How could Diego use the tablespoon to measure out this ingredient?
[math]\frac{1}{2}[/math] cup of almonds
[math]1\frac{1}{4}[/math] cup of oatmeal
[math]2\frac{3}{4}[/math] cup of flour
[size=150]Diego also adds the following ingredients. How many cups of each did he use?[/size][br][br]28 tablespoons of sugar
6 tablespoons of cocoa powder
IM 6.3.4 Practice: Converting Units
Priya’s family exchanged 250 dollars for 4,250 pesos. Priya bought a sweater for 510 pesos. How many dollars did the sweater cost? Fill in the table.
There are 3,785 milliliters in 1 gallon, and there are 4 quarts in 1 gallon.
How many milliliters are in 3 gallons? Explain or show your reasoning.[br]
How many milliliters are in 1 quart? Explain or show your reasoning.[br]
Lin knows that there are 4 quarts in a gallon. She wants to convert 6 quarts to gallons, but cannot decide if she should multiply 6 by 4 or divide 6 by 4 to find her answer. What should she do? Explain your reasoning. Explain or show your reasoning. If you get stuck, consider drawing a double number line or using a table.
Tyler has a baseball bat that weighs 28 ounces. Find this weight in kilograms and in grams. (Note: 1 kilogram [math]\approx[/math] 35 ounces)
Select [b]all[/b] of the units that measure length.
Select [b]all[/b] of the units that measure volume.
Select [b]all[/b] of the units that measure weight (or mass).
A recipe for trail mix uses 7 ounces of almonds with 5 ounces of raisins. (Almonds and raisins are the only ingredients.) How many ounces of almonds would be in a one-pound bag of this trail mix? Explain or show your reasoning.
An ant can travel at a constant speed of 980 inches every 5 minutes.
How far does the ant travel in 1 minute?[br]
At this rate, how far can the ant travel in 7 minutes?[br]