Played Result
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi4z6kHeejsznO_TEoaGmyZXMM3mCEKgprfJvQFFLPoHR6v6d9NMbD-GOk2eY1NtmEgrfzZG0y1CB2zgeGaItMuZlaBXdpthyphenhyphenc_VmgBHBrQJILqmsbZDnw4H3VkZZZ4kmICN3p-8jsZRK-c/s1600/image004.png)
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiGOeCmdNH0kEi0mg3ggsXiKiox1GiAUpAwdKbir2C0IFc8twyo4pRR-NCzL0sOJW6_aggr_-ge7IYNM8Bm_bE_uNRaIpivVFxsUZ-W3cZDaV0QIb5wa2tpoBkOvP7PWUW7iRzSvkWQLl2r/s1600/image006.png)
Record |
Maths ![]() |
Played Result
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiC_Xz4Pi918nl9lBvqEX1xf-M7ttaGb_xIpptjxcca79COa2y5B8qufXgjaUrYCObFSap8OpsQzMcHHcj8E1goWcaiu43BGgmi-jwjRe3q2zuD7kMAUxIuBMgSd4UsIBOD_CgMf6LGrELk/s1600/image011.png)
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiruuUjuNsR1iuji1G-opDLJJXpOanY5hVaqae7mDtAqVfasGh3oTkaTi9EuXlh3RpX3fL4YEalsfKyjeKLjeB80p32t64TSZI9cD942_qZga7GRNL3t4tKwLWIO7et2v3yzw8NT9esceKP/s1600/image013.png)
Record |
Maths ![]() |
Both hands give the same result so
Record |
Maths ![]() |
By not showing what x was declared as we can form a puzzle to find the declared value of x
When we solved
Record |
Maths ![]() |
in The Multiplication Puzzle we took 3x as the played hand and 21 as the result on the board.
Doing the same with 5x + 2 = 3x + 8 we would take 5x + 2 as the played hand
and 3x + 8 as the result on the board.
What does an x piece played on the board look like?
In this case x is declared as 3, so take three black counters and hide them in a box and label the box with an x
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhzgmlAIpKMuODTfGFtk2LOG03znS29VGkesc6JwXkos6WzS4L2nAk7YDOPyX-aS3Gwy3VBeQxX10l3jXtA6gwh-ezQ0I0MssZrxc9vng8xiJmBCH-TOik9H4tTPtqhpt-YvEasBBltDvTD/s1600/image027.png)
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjsqvC9Ka_p1d15TmmdXwh5xOIYmiw0LJBTn2-AwGzv02VhufZoBCixjxdlYMwk0wru_ylU3aFLcUMVMFjHuqWqZUtcXAaG9inIx854fZURYnaN2FBPcncYQ82HI0Tte48mgg8GgBIHG-VU/s1600/image029.png)
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEimvFapH0HY2DOOT79pqF3hqOsXhDdhMEzOROn6qCqOLnly-IXV0WJN5VrQQYrFUdy8hGnXAK18_rXSLG5sFJwJanZ8mtuNOdUe-QcXn6j56hgrv5qCjD0Vgku21E-C1OLo398bzDsHmbVL/s1600/image031.png)
Counters in box Close box Label box
Now as the wildbox,
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjHlU9oSybndxOLnfd6N_oBsToPqu0NgTpDPkNtvTo8PME2vnI8ah-rj6LVXS5rt-ej3EePt1gennMpmmO8akT1EtGE7FN0cj88Sf-sggBXZ2oHTY_X5X3L-KUNXHU4cwpnJcfzJ_u5gghY/s1600/image035.png)
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjHlU9oSybndxOLnfd6N_oBsToPqu0NgTpDPkNtvTo8PME2vnI8ah-rj6LVXS5rt-ej3EePt1gennMpmmO8akT1EtGE7FN0cj88Sf-sggBXZ2oHTY_X5X3L-KUNXHU4cwpnJcfzJ_u5gghY/s1600/image035.png)
Removing the counters gives three pairs of
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi6nksgI3C4zfXX6vE4Sx9iGt0xWjqN28yzfNOuQoFona3Vvq3rycwUf66d84UV0SKCdYouvjPu3yCiUBIx9_bOvffIWeho3cDHO9SL7sOlH2FFY_TBNA-il7A5OE0u3aHJZsHnI5vCnWsl/s1600/image036.png)
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh1hA7IJqw3UfHcxfO9u6f_ummRoWql5pB6XUki0CXDYTQ3xtR87e3zxxnFFmRFeRoe-ocoeHChELjH_EuRuLLbukNTREoJOPxumn1XfPkMSWNasQQhnxXBt0HfdyJiEy6Z11YVt62vIPAW/s1600/image037.png)
So the pair
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhuKtHFsy1MA-RwJk1VkbidC8HZ-SlyjBPu4g8xMqm4IoRDENBHxVPXFT_Nt_3Igzmc0mqqVOD2hM8-UKc_u4IRT82KoPuJeBROigYaF9qz9Rnd_gP9xOwzZtDin2ZhdC_Q5TsFjVM7KgBV/s1600/image033.png)
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjHlU9oSybndxOLnfd6N_oBsToPqu0NgTpDPkNtvTo8PME2vnI8ah-rj6LVXS5rt-ej3EePt1gennMpmmO8akT1EtGE7FN0cj88Sf-sggBXZ2oHTY_X5X3L-KUNXHU4cwpnJcfzJ_u5gghY/s1600/image035.png)
TIP In solving this type of puzzle always play cards that will remove wildboxes from the board.
We set up the board by playing a wildbox,
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhuKtHFsy1MA-RwJk1VkbidC8HZ-SlyjBPu4g8xMqm4IoRDENBHxVPXFT_Nt_3Igzmc0mqqVOD2hM8-UKc_u4IRT82KoPuJeBROigYaF9qz9Rnd_gP9xOwzZtDin2ZhdC_Q5TsFjVM7KgBV/s1600/image033.png)
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhi4ukeec5tfnvwXDc5uWwwjN9qZyp9bs7W2-cfgNGm_ZlmSdcRpJFrOXKBwoPpkmcyMUcmYAuUU5QRo544FjVPODEDmHRZCO8Av3RUpd_iEDk5hr-IYDxaDM5SyqH8vh9HulI5nQuyy5nK/s1600/image039.png)
Having put three black counters in the wildbox this declares the wildcard as a Three.
Set the Puzzle
Played Result![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiC_Xz4Pi918nl9lBvqEX1xf-M7ttaGb_xIpptjxcca79COa2y5B8qufXgjaUrYCObFSap8OpsQzMcHHcj8E1goWcaiu43BGgmi-jwjRe3q2zuD7kMAUxIuBMgSd4UsIBOD_CgMf6LGrELk/s1600/image011.png)
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjFCGcZOcjoxsvd7ZHVKReuiNkZ7YMNOoliJoYQzilKyQf8zamswSpwNGjk5xbq9sgGuYuslBNnBtpomB4msHMdSSM9Y_RWK5LzxE8vgyRMRM7bindULBq_a_1suWSW2PjRa2Ddx01CexQ7/s1600/image041.png)
Swap the hand for the other one that gives the same result which gives the puzzle to play
Puzzle
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi4z6kHeejsznO_TEoaGmyZXMM3mCEKgprfJvQFFLPoHR6v6d9NMbD-GOk2eY1NtmEgrfzZG0y1CB2zgeGaItMuZlaBXdpthyphenhyphenc_VmgBHBrQJILqmsbZDnw4H3VkZZZ4kmICN3p-8jsZRK-c/s1600/image004.png)
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjFCGcZOcjoxsvd7ZHVKReuiNkZ7YMNOoliJoYQzilKyQf8zamswSpwNGjk5xbq9sgGuYuslBNnBtpomB4msHMdSSM9Y_RWK5LzxE8vgyRMRM7bindULBq_a_1suWSW2PjRa2Ddx01CexQ7/s1600/image041.png)
Played Result
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiLAmyMZ6JcpQhYayCMV3zOZIkA5lZaDAY9ZYhASA37rmgRgAyResHWYnAas36JHVHDxLc48ZhpzcqK1bizdaDqWzN3h2Lg_Ax9LOz7Nv0fOxcrqTydYUme4FetkCBtOT8izHzYIpe2qUgY/s1600/image045.png)
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi9L9pyfMPoFcjTZBudZsOlTPtDMvc3kdZpwnRzEPm6ckFBhfctgerAkhkUMR4SqdLFnNXQUvMQAMyzFw9mRZJ5mYtycUzIkiO20NQYDeda-2a7IQSoMJr9NQbmbNTI8pNZBXwkoOjOGBna/s1600/image047.png)
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj8sxB2utnDFqb8ya7LK32Xylp46NsrW2y-W-WkJayv1f0ZENo0ZlUkh58yRp38Cif8LRXEO4Fy7fHU4uViQvL-SOkzAIcu9EvX1hiv8KLMLOZPbEd6tHk3mHdkyR5DN0iURoXaao18zjFF/s1600/image049.png)
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiHr82nEutoVfW506C5Ffa6dPsk0PAu0tnAB-ddHKzKAQkAXMdYN4s3-vaLg_OWKODJYoM5Q_xh2nfw24QbHhQgx6PRLrWuPpLBqSamfbcXVwXnpBy0jIZiBxMaQ7blraHNRNe-nj9A5Mm1/s1600/image051.png)
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh9RVB79bMpIfFCgcJMCdxOk9YFUKYVWt0mRz5L4xtqWq2tncW5Xfpl_2o2RZ3ZubHDn_EQdFQOV9EynRLFGOHMEmJ-K63BKroOlVOytVS0bC5Lt_JVumjeH2XTrcPdoq_rtHOM-JA5x83j/s1600/image055.png)
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjZ3FMofibub5DUYpMZ8bcPyiFT-8FLsHTrppushX8KhcATe5x1jtYk-i7mizUepI6_arEsingCbn_77O-9ty51SgsFxSPg3Ey678bCtmqBuy5kQPk6Cvm-DNfWNW-qZO2vB__m8W6tbaRU/s1600/image057.png)
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhgVK7noMh6t5BQcyohZoGKA9VPkO10BvmxnwlIJEKU5bUVKA013zKqXTRL5TZQ2udP4PmGs6d_jxzpyXhBdAL1a6aQV1mjKQCNDcUbFw3pCMCbVXDVrj2KdEWU3z5zyIRCq4gdHwJzFEUn/s1600/image059.png)
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg3BcEduxvEjl-524MWHabd2ZJ6x9rNy__ActufcycwLhcp7hY4mCMe9TYfbG-SGHv8H8pvuHdjChyGuC-qYJb4E0C2o1wJ8GJnDEnrkHlZK32vD5s8gPJyT1u9G_xYNnX8zXtsd82HTiDX/s1600/image061.png)
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgJXig2xwHCTlbLFv-gXFeO4E-R_aD4VDM2iuiGxydAqtRalJjBkjFdPupTDkUNnbDlP2iUdOarj1d6d9McfozF7NjaVylcp6dDbF5Reekzj6GB7SSnPV7G1xE8wCi3N8VXVx_bXFOBpaGD/s1600/image063.png)
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEihWwoWsQgAU2jZebYRG-zQWIfTPzioPvX31Ht-sPTV_9HLKODRvkxV1Ue4vERYKFLDtaujz5_7NeiA-nO3Kg0z1QhrTaBrysrs3Vob8buRwQLJ4uIDliwS7oCTFyRXBd20aWUXOkZGp9wD/s1600/image065.png)
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjMFVQ7hPbev5JXI6D26caxQlgoP84uR892k3V7VVFVLSN90gTi9kYSWuTmr4Ps-FjcruAiK44stRb6kw-c6FDIf-gVxnHbXkjHMCfoNGIs494xzHr4WlX0zx0YXS0SFcdTjvIThPI4SHPO/s1600/image067.png)
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhi4ukeec5tfnvwXDc5uWwwjN9qZyp9bs7W2-cfgNGm_ZlmSdcRpJFrOXKBwoPpkmcyMUcmYAuUU5QRo544FjVPODEDmHRZCO8Av3RUpd_iEDk5hr-IYDxaDM5SyqH8vh9HulI5nQuyy5nK/s1600/image039.png)
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEihWwoWsQgAU2jZebYRG-zQWIfTPzioPvX31Ht-sPTV_9HLKODRvkxV1Ue4vERYKFLDtaujz5_7NeiA-nO3Kg0z1QhrTaBrysrs3Vob8buRwQLJ4uIDliwS7oCTFyRXBd20aWUXOkZGp9wD/s1600/image065.png)
Record |
Maths ![]() |
No comments:
Post a Comment