Probability, NAP_10021
U2FsdGVkX1+Al+JVzYITEwZxKlG7ZjB/f8K53HAuB3i6K3/81UE80V0cctgFzKvCmkM+lAuqF33ZBwxIfgjgqm5Iq1rG0QLEcS1R+pzec53TD+J0V5KJZUWbvpHyzr2QH3a3RACOCn03TrUj4RrcVEw1mORJPr9oUVAko/g+M7RRzauRusXzy/EKVJMEC6r4PNQvQwaVoYWNpuNgR7xmt8fchZYQN7Lw037uPhrPLWChTyiXP+opLBGuSwZ+P74zsJcdfHYDfeOvCBI35Jx0mRTr2hHFm0c95UPT5YO3sAR2c3QNykeeCNfTxiPx5OVgX+B2PYv7b7Ugo9p3pMGqKBQDFE3LD59zJ28Jb3pWKxlvHPLfRhgM7OUeU1XO1+lYWHQ0QzTmGBFIwJ7VEaPdNDTbj69gyENk7a0yfJTsyhkVyuWl2z1k/vImhITO9A+VcVYZmtKYL4o+dLKNw5ivisgOZ6HTGhNbQy19lB6CZDGjfxBxdn5Q0p+n3vX1bjtDfma3orZ5pbzGLChRqteTviEno+zRkRjEbZjti57MuA1CyozE34cnN+hUi2d4vuyUv98CawswVRzbobAK6AmjOZA3HDBZxW7ApJZzo4m4ESTX757Ocpf5PGaTSs8KmOh4q1sItPFqlaTJYzCXsPOsaP1NtkloCED9V1Qcb+CNrT5OWX2ZiCzvIDr5SNFWD3onCxEtZ95jEU6LxCrbzDNgPoIVhytR00P2ICcuof8aMNXwV2SY6tP9H7E7YXPYLScCwJHLgFqQeySXbY49UjKUXjU7SjMRZBK48qoC9t6Rqb6hq3iwP33oOTl1ToxIKst6mhZPGn1HGFxtt+2UZXslnf735j0Eegetqx1DWyvnUzEicxXbZfwhX5u7vGxNSTs7vwSa3Fzz93AXMrJ9oUtooSFl3XxQxtBl7oMLkFL0NmfLpUg9SSv7lfSlFSegu/PMxSESybXbiZzDgPVXTn2bb4g8GglBDTi2J+uGWBrajOuv3UBSKrUbKzq6GKLF3TAwO0ixBAlmj93kEj5qem3krVQyWQUo4OKphworFS+14k54SJuIkiYxMz4Uf++6K6vz5xzq4Ucc0ifPA/SSRrg8LsDO+7hvgaeGQuOrT/GlnEzMOlplu9pSwxOBAZrgqQ1FHarSSIjYApLEoB5qbcACmv/1+ofxDRU0rvWy94F/dgf1wmLv0fuk/ZA13qWZ9zDyOjz2u5cRwmD1eSR9DfHJdde2k5yzUQfjGpVh6yMdbKx5ihgBr23Q3SyWso/OYjsbbIFkBrcGoEhX8s2ivSMYnj6paqPHsQ6EK0qiL6g1IwVLiJrparLtK14FA01kWCGy4olzzj8MOAzyL+9nw+HXy1STSKpohp+eqnN2y8wjet8HnlSN3eZOEVwEd9GHlXaHn5CylElNniFWcnLjr6JDkmowmhcxfDIsQJeTjPK1WEhkbWpNoa1MjCa3kGhkeO+xw50Q0KL1hvgrzKh/VJTGRZSmENMgw7idmHa+gfXYJfwZ678Jg9AOy9AFzVuE6QXxUq3aVMc+wNn2lc74X/YgW+Xt1snvLENJ2EGcUu3kWikEvfvxeHZKyTe7ETOsVFYTXPO0SsnyZV8CkKCspMCRxL/tIszp8FgGezY1rXGmrYjZ2g1JRtAlEjqOehVTySQyE0bnogR+1xVfKt9tter8Fsz3kWC2Q0qhX3RdS+BRl53gx6YANej+41qcwoxz/lJyLBZQ7qk0anrVd2hlhII/0c5l4Xb9u0EqR4YL9AN37wOzwITDkxUVIXIQa4fSRc24EMIjQYmuyXgl3saH7NeBSc7u9Z/A+T/4iuU3VHTuvi8ggzpy+bc+z0y95/8w4LHocmgjdH0PbY4h338H9Sm/kdyLB77OcQb5InRnyg672P16rWuK/GwjNNp5ZkApSPAluM/vWrThgITHeeYUThINbZ4i6T3Nqv1ErHIePbzTbrWDBmVXWxpnSyojrJSui7CaNR1YC5Ct5NVdtc1jaM6/g6oVqXOpPRgerKNoHE1KEGsRoJr7hDKgw6wcceufk9XJ7+OVWZpbNuN7AigwFV7fQDe624HI7b85ndcZSXNdp8YNnSNUkwIM3vDDRTSsN6DHL1lHRyK0Jg+cpl0IXXWDdO6t5B2F9Ds5XOX+Eg+1mfMvq8IpqT90Rr1nBhLW+3dAyraVISTlCGCFNtJ+eNvNzkXpHSInEJZyDLZwO8h577u1aJ+0dbicNOxDbqH6F3R2o4xNxjfbzb3Mi3htt1/Tk2ODLXOZCYuIcc1/Hy9SnmAks6nSxM8yT7yMlPGYroH8YJCbPVfsJyz3RgpOmyxRLob/JPglDSkLk1JSfwRBcSFcSRfizoCNPzkbhxjYT3mib1u4de1MRDeyunq/DbJiCVUosx8DxliAJncYrgP9t+z8vTyIhLA8jEHBUPqWeT4toHJC9tyIGwVQFloaoGWPEqO10GI8XCEdsV5hsTfXQT8udt1gyUPSkX7sjP60i/vH0CpH6lbba9UpIbzMN5jHQlfuw0nbzbYTsMPtkd7NN1UCgiSRFTH43REBJrhaWO9+R2hxj18qp6kxsDqWD2BkrhABV/2ezo4bydyhMSQIfG/DBRs0cywvv1a3oLI3JQ4a0b1b9mxdO9R4R+gq40OK7YkN5sHYzMHNW22A+pFIthHKQz6DjxFFSFgoOam9t2i0vvr/jcFahN4iwPv5djr1u+v3ciD3BGskooQ5AYnLGse6oqi/yl2NAXGMUi0j4A0h6O0hgiSlmiuur9Yj8G8vu3Arww5Q+1wbMi1oxu+UsSQYInjWRsexSBNFwh8Ey2F9SC2Yv3S6As6EiQizTUm0dZRIRdr+a/ITmNdlN4d7V4h1NgvM35g5h0fTaylmKbO9243Osrp2+Wl2O9OcybtGj5FtHTlbDhoBTcPIlu5L4ow+v0XUdpgg9R5H4uyekBss1xgL0YRPAehGqi/wHTNL2tdGtCzD2GqDFz3ztUA/oEBMKPpPzEUaBkKnAleQi71cqvaqAQS++6aRWTJiaT4/4HG7b3jgJ316qpD/IDCry79T0KeD7nCzb4WmMnMk4YNoITKaZbXrMQr0hrAkMFrs+S4i2aMg/Q60Vxp8VqERCfRPNZ2SoZOprBa3dVWQbSSoaPzi9w2GGOW6svZHM0MGl7lXmLJJQcPqCt2pOG4Wfb85ZtKfATxU/FStomKjfeqfNetmVXivujK0t1v+yHOXXj4yvhdOYL173IGcsdbbJMKAt5JiqhpCVJ0Rg/dQfgDA8D5B+QNhZn5gm4Cf44+aNqXuWxSMDt7XzRMZ8I55RxnRVq3VVmMpf+xvBUGPOAazq8aCtBMFgUenfhY0SBaWaAJoOYeal2Vtxlvj+nfF6DrTBtQBp/AptdeZYi8SDrvT3whyne5FjWOvK2d2EsB89y1QVAwt4vfdVCOBIJtQAqJ2ZnZKcJyWlKMrly8S9i4vQROAVlAE0uMnIeoUifkQNNl1UOOVorKQMtTPs2+dQs0xvvaAb428sjMBMfgOooGjL5K3J1NlPIXYAc2QFpER2Kkm9ZNL9dxBZ3RyOwVV3j0BLbYOBcydbWoaL98CP3RDwg1hIan5Kg8yp5n6DK9E0Ew7q/Aw0hHQGRKaGnJ8O8l/1zZVoimx0aThbXuIeowqiwJ5QM15vSFSPswIheHKnH101OcQ3S9nGi4JtTF9z4DyvFqsFyPxNPWNz52XHmQFebUaR8sKHoV4G6M25hk+fHidCEk3T16Xt51M4+uhprnVyEWf+LcNeb25D2eEvAGAc0Oaz6k0YoDf3DHoY35LZ74uYHUpmkQEuBbSFZJH1tOychXtqsun7FD1u63medl8wkesiZYIiySVGMGp2J4orxEHFPA/FvsmFN4EJwvZExQn0V/XBdMFr1saXpCCAG0wKqGUu9lcQQWXvwplN702x3jTx6AGcbdV0lQEY/SMzJr6UVeeWpIHhCHsXFTl7ZykxsRSVvpn8enMR10zTRkMd2Rs+Rpma/GZYjG3AbujdTvMnWuaA6e8qyhJt1BhIi5qJ4pvlCdsIW166PN43MXV4iTubWRcoXlNLg3Aq3mxrRTaGyggEoTwb+G89eZKErxggpKzhgcPkuxeForFeAPdqw==
Variant 0
DifficultyLevel
382
Question
Which of the following pairs of spinners have the same chance of landing on the coloured section?
Worked Solution
Counting the coloured sections:
Option 1
Spinner 1 has 5 sections coloured
Spinner 2 has 5 sections coloured
Option 2
Spinner 1 has 5 sections coloured
Spinner 2 has 4 sections coloured
Option 3
Spinner 1 has 3 sections coloured
Spinner 2 has 5 sections coloured
Option 4
Spinner 1 has 2 sections coloured
Spinner 2 has 6 sections coloured
Therefore, Option 1 spinners have the same chance of landing on
the coloured sections as they both have 5 sections coloured.
Question Type
Multiple Choice (One Answer)
Variables
| Variable name | Variable value |
| question | Which of the following pairs of spinners have the same chance of landing on the coloured section? |
| workedSolution | Counting the coloured sections:
>Option 1
>sm_img https://teacher.smartermaths.com.au/wp-content/uploads/2023/08/spinner-8-2-x-5-min.svg 200 indent vpad
>Spinner 1 has 5 sections coloured
>Spinner 2 has 5 sections coloured
>Option 2
>sm_img https://teacher.smartermaths.com.au/wp-content/uploads/2023/08/spinner-8-5b-x-4b.svg 200 indent2 vpad
>Spinner 1 has 5 sections coloured
>Spinner 2 has 4 sections coloured
>Option 3
>sm_img https://teacher.smartermaths.com.au/wp-content/uploads/2023/08/spinner-8-3-x-5a.svg 200 indent2 vpad
>Spinner 1 has 3 sections coloured
>Spinner 2 has 5 sections coloured
>Option 4
>sm_img https://teacher.smartermaths.com.au/wp-content/uploads/2023/08/spinner-8-2a-x-6.svg 200 indent2 vpad
>Spinner 1 has 2 sections coloured
>Spinner 2 has 6 sections coloured
>Therefore, Option 1 spinners have the same chance of landing on
>the coloured sections as they both have 5 sections coloured.
|
| correctAnswer | sm_img https://teacher.smartermaths.com.au/wp-content/uploads/2023/08/spinner-8-2-x-5-min.svg 250 indent2 vpad
|
Answers
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
Variant 1
DifficultyLevel
385
Question
Which of the following pairs of spinners have the same chance of landing on the coloured section?
Worked Solution
Counting the coloured sections:
Option 1
Spinner 1 has 2 sections coloured
Spinner 2 has 6 sections coloured
Option 2
Spinner 1 has 4 sections coloured
Spinner 2 has 4 sections coloured
Option 3
Spinner 1 has 3 sections coloured
Spinner 2 has 5 sections coloured
Option 4
Spinner 1 has 5 sections coloured
Spinner 2 has 4 sections coloured
Therefore, Option 2 spinners have the same chance of landing on
the coloured sections as they both have 4 sections coloured.
Question Type
Multiple Choice (One Answer)
Variables
| Variable name | Variable value |
| question | Which of the following pairs of spinners have the same chance of landing on the coloured section? |
| workedSolution | Counting the coloured sections:
>Option 1
>sm_img https://teacher.smartermaths.com.au/wp-content/uploads/2023/08/spinner-8-2a-x-6.svg 250 indent2 vpad
>Spinner 1 has 2 sections coloured
>Spinner 2 has 6 sections coloured
>Option 2
>sm_img https://teacher.smartermaths.com.au/wp-content/uploads/2023/08/spinner-8-4-x-4b.svg 250 indent2 vpad
>Spinner 1 has 4 sections coloured
>Spinner 2 has 4 sections coloured
>Option 3
>sm_img https://teacher.smartermaths.com.au/wp-content/uploads/2023/08/spinner-8-3-x-5a.svg 250 indent2 vpad
>Spinner 1 has 3 sections coloured
>Spinner 2 has 5 sections coloured
>Option 4
>sm_img https://teacher.smartermaths.com.au/wp-content/uploads/2023/08/spinner-8-5b-x-4b.svg 250 indent2 vpad
>Spinner 1 has 5 sections coloured
>Spinner 2 has 4 sections coloured
>Therefore, Option 2 spinners have the same chance of landing on
>the coloured sections as they both have 4 sections coloured.
|
| correctAnswer | sm_img https://teacher.smartermaths.com.au/wp-content/uploads/2023/08/spinner-8-4-x-4b.svg 250 indent2 vpad |
Answers
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
Variant 2
DifficultyLevel
388
Question
Which of the following pairs of spinners have the same chance of landing on the coloured section?
Worked Solution
Counting the coloured sections:
Option 1
Spinner 1 has 5 sections coloured
Spinner 2 has 4 sections coloured
Option 2
Spinner 1 has 2 sections coloured
Spinner 2 has 6 sections coloured
Option 3
Spinner 1 has 3 sections coloured
Spinner 2 has 2 sections coloured
Option 4
Spinner 1 has 3 sections coloured
Spinner 2 has 3 sections coloured
Therefore, Option 4 spinners have the same chance of landing on
the coloured sections as they both have 3 sections coloured.
Question Type
Multiple Choice (One Answer)
Variables
| Variable name | Variable value |
| question | Which of the following pairs of spinners have the same chance of landing on the coloured section? |
| workedSolution | Counting the coloured sections:
>Option 1
>sm_img https://teacher.smartermaths.com.au/wp-content/uploads/2023/08/spinner-8-5b-x-4b.svg 200 indent2 vpad
>Spinner 1 has 5 sections coloured
>Spinner 2 has 4 sections coloured
>Option 2
>sm_img https://teacher.smartermaths.com.au/wp-content/uploads/2023/08/spinner-8-2a-x-6.svg 200 indent2 vpad
>Spinner 1 has 2 sections coloured
>Spinner 2 has 6 sections coloured
>Option 3
>sm_img https://teacher.smartermaths.com.au/wp-content/uploads/2023/08/spinner-8-3-x-2.svg 200 indent2 vpad
>Spinner 1 has 3 sections coloured
>Spinner 2 has 2 sections coloured
>Option 4
>sm_img https://teacher.smartermaths.com.au/wp-content/uploads/2023/08/spinner-8-3-x-3a.svg 200 indent2 vpad
>Spinner 1 has 3 sections coloured
>Spinner 2 has 3 sections coloured
>Therefore, Option 4 spinners have the same chance of landing on
>the coloured sections as they both have 3 sections coloured.
|
| correctAnswer | sm_img https://teacher.smartermaths.com.au/wp-content/uploads/2023/08/spinner-8-3-x-3a.svg 250 indent2 vpad |
Answers
