6 5 10 7 8 9 What scores could you get with two darts? Could you score 14 with 2 darts? Could you score 14 in more than one way? Find all the ways of scoring.

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Presentation transcript:

What scores could you get with two darts? Could you score 14 with 2 darts? Could you score 14 in more than one way? Find all the ways of scoring 14. What is the smallest score you could get with 3 darts? Target A Working Space SANC Maths ClubsDerived from: Irons, C. (1999). Numeracy: 160 mental maths discussions, Volume 2. Mimosa Publications. Section 10

What scores could you get with two darts? Could you score 16 with 2 darts? Could you score 16 in more than one way? How many darts would you need to score 28? What is the largest score you can get with 3 darts? Target B Working Space SANC Maths ClubsDerived from: Irons, C. (1999). Numeracy: 160 mental maths discussions, Volume 2. Mimosa Publications. Section 10

What scores could you get with two darts? How many darts would you need to score 36? Could you score 20 with 2 darts? Could you score 20 in more than one way? Find all the ways of scoring 20 What is the largest score you can get with 2 darts? What is the smallest score you can get with 2 darts? Target C Working Space SANC Maths Clubs

What scores could you get with two darts? Could you score 26 with 2 darts? Could you score 26 in more than one way? Find all the ways of scoring 26. Could you score 22 with 2 darts? Could you score 22 in more than one way? Find all the ways of scoring 22. Now try 32 Target D Working Space SANC Maths ClubsDerived from: Irons, C. (1999). Numeracy: 160 mental maths discussions, Volume 2. Mimosa Publications. Section 10

What scores could you get with two darts? Could you score 25 with 2 darts? Could you score 25 in more than one way? What is the largest score you can get with 2 darts? What is the smallest score you can get with 2 darts? Target E Working Space SANC Maths ClubsDerived from: Irons, C. (1999). Numeracy: 160 mental maths discussions, Volume 2. Mimosa Publications. Section 10

What scores could you get with two darts? Could you score 14 with 2 darts? Could you score 14 in more than one way? What is the largest score you can get with 3 darts? Estimate the total of all the scores. Check using the Making Tens strategy. Making Tens Working Space SANC Maths ClubsDerived from: Irons, C. (1999). Numeracy: 160 mental maths discussions, Volume 2. Mimosa Publications. Section 10

What scores could you get with two darts? Could you score 25 with 2 darts? Could you score 25 in more than one way? What is the smallest score you can get with 2 darts? Estimate the total of all the scores. Check using the Making Tens strategy. Making Tens E Working Space SANC Maths ClubsDerived from: Irons, C. (1999). Numeracy: 160 mental maths discussions, Volume 2. Mimosa Publications. Section 10

What scores could you get with two darts? Could you score 31 with 2 darts? Could you score 46 with 3 darts? What other scores could you get with 3 darts? Estimate the total of all the scores. Check using the Near Doubles strategy. Near Doubles E Working Space SANC Maths ClubsDerived from: Irons, C. (1999). Numeracy: 160 mental maths discussions, Volume 2. Mimosa Publications. Section 10

What scores could you get with two darts? What is the largest score you can get with 2 darts? What is the smallest score you can get with 2 darts? Could you score 152 with 3 darts. Which numbers would you need to hit? Estimate the total of all the scores. Check using the Landmark Numbers strategy. Landmark Numbers Working Space SANC Maths ClubsDerived from: Irons, C. (1999). Numeracy: 160 mental maths discussions, Volume 2. Mimosa Publications. Section 10

Target E