| Prescribed Learning Outcomes | Illustrated Examples |
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Estimate the number of raisins in a 14 g snack box. Check by counting, and find the difference between your estimate and the count. Use this information to predict the number of raisins in a 42 g snack box. Check.
Suppose you counted the number of raisins in a 450 g box. About how many raisins would you expect to find? Explain your reasoning. | ||
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Examine Roxie's method of solving problems.
Use Roxie's method to solve these problems: 65 — 7 =____ 6 x 8 =____ | ||
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Use digit cards from 0 to 9. Pick any four cards. Make the smallest possible four-digit number. Make the largest possible four-digit number. Make three more four-digit numbers, and order them from smallest to largest. | ||
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Use words to write the number that is:
150 less than 500 275 greater than 450 895 rounded to the nearest ten 895 rounded to the nearest hundred | ||
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The coastline of B.C. is 7020 km long. Round to the nearest thousand kilometres. | ||
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450 can be represented as 150 x 3. Represent 450 two more ways. | ||
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Dale's teacher asked him to build a model of the number two thousand one hundred thirty-four. Dale has these base-ten blocks on his desk: two large cubes, two flats, twenty-five small cubes. Can Dale build the model? Use diagrams and numbers to explain your answer. | ||
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Write the numbers from 0 to 10 on separate pieces of paper. Place the numbered pieces of paper in the Venn diagrams according to the rules shown. When your work is complete, write each number on the diagram.
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Let the base-ten flat represent one whole square. Use centimetre cubes to build a one-layer shape that is less than one whole square. Record your shape on centimetre grid paper. Write a fraction and a decimal to tell how much of the square is covered by your shape and how much of the square is not covered by your shape. | ||
Revised: October 20, 1997