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Article #305Cycle 3 sol. gr.2
From: Jeff Harrits
Date: Wed, 16 Dec 1992 16:25
Date: Wed, 16 Dec 1992 16:25
22 lines
3784 bytes
3784 bytes
TAS Kids % Anne Hecht Taipei American School 800 Chungshan Rd, N., Sec. 6, Taipei, Taiwan, R.O.C. Solutions to the Mathmagic Problems, Cycle 3, 2nd 2nd Grade; Names of Students: Mr StensonÕs Class; Anika Arya; John Bolton; Michelle Brody; Nicholas Chan; David Lo; Julia Cheong; Simone Gusta fsson; Cliff Jiang; Jim Kang; Frank Kuo;; Eunice Li; Alexis Liesman; Bernard Overmaat; Claus Reuter; Jay Roxas; Anthony Shing; Jessica Tiedemann; Angel Tsao; Jocelyn Soh; Josh Hurdle 1. State the Problem. Edna has 9 pennies, Her mom gives her 9 more pennies, This doubles the amount of pennies that Edna has. What we know; We know how many pennies Edna has and we know that in getting nine more it is called doubling. What we donÕt know; How many pennies Edna has now. Assumptions; We assume she doesnÕt lose any Failed Strategies; One group said 20-2=18. They knew the answer was 18 and they gave another way of saying 18, but it didnÕt relate to the problem. Another group said 9+9=18+ 9=27+9=36 or 18+18=36. This group doubled but didnÕt answer what was required in the problem. Successful Strategies; 1. 9 pennies plus 9 pennies =18 pennies. This is making an equation. Also the solution has a name-pennies. Other groups said 9+9=18 in vertical form. Other groups said 2x9=18, using the operation multiplication. One group said, ÒIf we draw 9 and 9 markers and group them 10 and eight it would be like saying 9+9 and 10+ 8 will give the same answer, 18. 1. State the Problem. Tom tells 2 friends a secret. Each of these friends tells 2 more people the secret. Including Tom, How many people know the secret? What we know; first Tom has a secret. He tells two people. They each tell two people. 2. What we donÕt know; How many people know the secret. Failed Strategies; Used Tom and the numbers in the problem to make an equation- 1+2+2=5; **+*****=7 was also a failed strategy. Even although this grup got the right answer, the strategy of a group of 2 and a group of 5 was not explained in a way that matched the problem; Tom tells 2 friends equals 2, friends tell 2 more is now 2+2, and Tom makes 1 more, so 2+2+1+5. This group did not understand that each friend told the secret to 2 more people. 3. Successful Strategies; Drew a Picture- 0 (Tom) 00 (2 friends) 00 00 (each tells 2 more friends)0000000 (7 people in all know the secret); Drew a Picture and wrote an equation from the picture; 3 + 4 = 7 (first 3 people know the secret, then 4 more); another group used tally marks as they read the problem, i.e. 1 mark for Tom, 2 marks for the 2 friends, 2 marks for the next friends and 2 marks for the last 2 friends, ///// //. The last tally mark in the first set was drawn across the first four marks, but our computer doesnÕt do that; Another group wrote numbers as the read the problem and ended up with an equation, i.e. 2+2+2+1=7 people. They started with the 1 and went to the left because they knew that right to left or left to right in addition gives the correct answer; Another group drew in pictures of faces, but also drew lines from each of the 2 friends to 2 sets of 2 friends. This is draw a picture and draw a diagram. ------- Freddie 1.0: The first full-featured QWK reader for the Mac. -- uucp: uunet!m2xenix!puddle!6!720!921!Jeff.Harrits Internet: Jeff.Harrits@f921.n720.z6.fidonet.org
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Path: arc1-ca.pugleaf.net!sparky!uunet!psgrain!puddle!f921.n720.z6.fidonet.org!Jeff.Harrits From: Jeff.Harrits@f921.n720.z6.fidonet.org (Jeff Harrits) Sender: ufgate@puddle.fidonet.org (newsout1.26) Newsgroups: k12.sys.channel2 Subject: Cycle 3 sol. gr.2 Message-ID: <30633.2B2FD172@puddle.fidonet.org> Date: Wed, 16 Dec 92 09:25:00 PDT Organization: FidoNet node 6:720/921 - World Data Exchange, Taipei Taiwan Lines: 19