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Weights Measurement, Level 2 What is this problem about? This problem gives children the chance to do some numerical experiemtns using combinations of 5 and 7. This helps extend their experience and knowledge of number, It can also extend their experience of weights and the use of balance scales. Achievement Objectives Measurement (Level 2) - carry out practical measuring tasks, using appropriate metric units for mass Mathematical Processes Resources balance scales and weights (5g and 7g) Blackline master of the problem (English) Blackline master of the problem (Maaori) Specific learning outcomes The children will be able to: - measure using grams - apply addition to a measurement problem Teaching sequence
Extension to the problem Can the chemist weigh out 52g ? Can this be done in more than one way? Solution Now 38 is not exactly divisible by 5 or 7. Hence both 5gm and 7gm weights are needed. Now 38 7 = 31, 38 2 x 7 = 24, and 38 3 x 7 = 17 are not divisible by 5. However, 38 4 x 7 = 10 = 2 x 5. So Dr Martin can use four 7gm weights and two 5gm weights. Extension: ( 9 x 5, 1 x 7 ) or (6 x 7, 2 x 5) |
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