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Lesson 16 Solving Problems With Measures. Example 1  Jeff cut a string 4 feet long into three equal pieces. How long are the pieces?  Strategy: Change.

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Presentation on theme: "Lesson 16 Solving Problems With Measures. Example 1  Jeff cut a string 4 feet long into three equal pieces. How long are the pieces?  Strategy: Change."— Presentation transcript:

1 Lesson 16 Solving Problems With Measures

2 Example 1  Jeff cut a string 4 feet long into three equal pieces. How long are the pieces?  Strategy: Change to another unit if necessary.  Step 1: Decide what operation will solve the problem. Use division, since you have to divide the string.

3  Step 2: Notice that you cannot divide 4 feet by 3 evenly. If the string were 3 feet or 6 feet long, then you could divide the number evenly by 3 (it may be ok to have a mixed number for an answer).  Step 3: Use the Customary Measurement table, if you don’t know the conversion factor, found in Lesson 29, the back of your text, or in your planner, to convert feet to inches. 1 foot = 12 inches so 4 feet = 4 x 12 = 48 inches.

4  Step 4: Divide the number of inches by 3. 48 inches / 3 = 16 inches.

5 Solution  Each piece of string is 16 inches long (or 1 foot 4 inches long). It can also be 1 1/3 feet long.

6 Example 2  Manny brought 8 packages to the post office. Each weighed 3 pounds 7 ounces. How much did the packages weigh all together?  Strategy: Use the conversion tables if necessary.

7  Step 1: Decide what operation will solve the problem. Use multiplication, since you want to find the total weight.  Step 2: Do the math – multiply pounds and ounces separately. 3 lb. X 8 = 24 lb.; 7 oz. X 8 = 56 oz.  Step 3: Use the Customary Measurement conversion table to convert ounces to pounds if you do not know the conversion factor. 16 oz. = 1 lb. So, 56 oz. / 16 = 3 lb. 8 oz.

8  Step 4 Add the pounds together from Steps 2 and 3. 24 lb. + 3lb. = 27 lb. Step 5: Add the ounces.

9 Solution  The packages weighed 27 lb. 8 oz.  Tip: Converting to the smaller unit of measure will make solving the problem easier.

10 Example 3  The temperature outside of Clara’s classroom on Monday at noon is 15  C. The next morning the temperature went down 18 degrees. What was the temperature the next day?  Strategy: Subtract 18 degrees or add - 18 degrees. Use a number line if you need to show the problem.

11  Step 1: 15 – 18 = or 15 + (-18) = -3

12 Solution  The temperature was -3  or 3  below 0 the next day.


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