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Ratio in different forms: Fill in the gaps

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Presentation on theme: "Ratio in different forms: Fill in the gaps"β€” Presentation transcript:

1 Ratio in different forms: Fill in the gaps
Silent Teacher Intelligent Practice Narration Your Turn 1 :5 Practice

2 Worked Example Your Turn π‘Ž : 𝑏 7 : 1 π‘Ž : 𝑏 8 : 1 π‘Ž as a fraction of the whole: π‘Ž as a fraction of 𝑏: In the form 1 : 𝑛 In the form 𝑛 : 1 How many times bigger than π‘Ž is 𝑏? π‘Ž as a function of 𝑏: π‘Ž as a fraction of the whole: π‘Ž as a fraction of 𝑏: In the form 1 : 𝑛 In the form 𝑛 : 1 How many times bigger than π‘Ž is 𝑏? π‘Ž as a function of 𝑏:

3 π‘Ž as a fraction of the whole π‘Ž as a fraction of 𝑏 In the form 1 :𝑛
Q Ratio π‘Ž : 𝑏 π‘Ž as a fraction of the whole π‘Ž as a fraction of 𝑏 In the form 1 :𝑛 𝑛 :1 How many times bigger than π‘Ž is 𝑏? π‘Ž as a function of 𝑏 1 : 3 1 4 1 3 1 :3 1 3 :1 π‘Ž= 𝑏 3 2 1 2 1 :2 1 2 :1 π‘Ž= 𝑏 2 5 2 7 2 5 1 :2.5 2 5 :1 2.5 π‘Ž= 2𝑏 5 4 1 6 1 5 1 :5 1 5 :1 π‘Ž= 𝑏 5 5 6 1 : 1 5 5 :1 π‘Ž=5𝑏 6 5 7 5 2 1 : 2 5 5 2 :1 π‘Ž= 5𝑏 2 7 5 12 1 : 7 5 5 7 :1 7 5 π‘Ž= 5𝑏 7 8 10 10 17 10 7 1 :0.7 10 7 :1 7 10 π‘Ž= 10𝑏 7 9 11 11 18 11 7 1 : 7 11 :1 7 11 π‘Ž= 11𝑏 7 7 18 1 : 11 7 7 11 :1 π‘Ž= 7𝑏 11 π‘₯ 𝑦 π‘₯ π‘₯+𝑦 π‘₯ 𝑦 1 : 𝑦 π‘₯ π‘₯ 𝑦 :1 𝑦 𝑦 π‘Ž= π‘₯𝑏 𝑦

4 π‘Ž as a fraction of the whole π‘Ž as a fraction of 𝑏 In the form 1 :𝑛
Q Ratio π‘Ž : 𝑏 π‘Ž as a fraction of the whole π‘Ž as a fraction of 𝑏 In the form 1 :𝑛 𝑛 :1 How many times bigger than π‘Ž is 𝑏? π‘Ž as a function of 𝑏 1 : 3 1 4 1 3 1 :3 1 3 :1 π‘Ž= 𝑏 3 2 1 2 1 :2 1 2 :1 π‘Ž= 𝑏 2 5 2 7 2 5 1 :2.5 2 5 :1 2.5 π‘Ž= 2𝑏 5 4 1 6 1 5 1 :5 1 5 :1 π‘Ž= 𝑏 5 5 6 1 : 1 5 5 :1 π‘Ž=5𝑏 6 5 7 5 2 1 : 2 5 5 2 :1 π‘Ž= 5𝑏 2 7 5 12 1 : 7 5 5 7 :1 7 5 π‘Ž= 5𝑏 7 8 10 10 17 10 7 1 :0.7 10 7 :1 7 10 π‘Ž= 10𝑏 7 9 11 11 18 11 7 1 : 7 11 :1 7 11 π‘Ž= 11𝑏 7 7 18 1 : 11 7 7 11 :1 π‘Ž= 7𝑏 11 π‘₯ 𝑦 π‘₯ π‘₯+𝑦 π‘₯ 𝑦 1 : 𝑦 π‘₯ π‘₯ 𝑦 :1 𝑦 𝑦 π‘Ž= π‘₯𝑏 𝑦


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