Probability, NAP_10021
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
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
U2FsdGVkX1+CHtlR3aoXGlAPjOUNbBl2YmVIogbhOEKcDLM3QCJef3top5gCzVLHl/V/YDbPz9ebCjVBsTBMQu/XKRlGdz5fU3lzZ+6zM/Bf6eYgyB96UE3NbiqeLqDfdiO/DHsZTfMU0Rew490kI9Ezde+Bz6NJ2ui086g8okgnCH135Dk5YtwHZcJVOMOTgQpSyFKbozHQUOuyeoUNQqkRVAAbCwHLN23GNX55UeVqLhhItEAvb1KVNFMp+SVHPz4bCwq69VDGRq2JC/o0BjcChYTzS5vEmFsyCL/79l524Zrlj35Fc0+I7ig/tUVMbHbsH0YAOKb4ZzABBMbd7Ed6K+zqFMzcU+7Ek4otKVf4sxOwz2GilzG2Vm+0MM6rQ9HPJ+lWKrtqW19p8H3m8VCacNZ+ivkOzPnpl6QXmjteKYwLTJ2OS/iaUt7w26ubSVvlHwANXIiygWuR2E/5ovVPTpR+wXlMl1KB8Luue8gb4vydXpjbYDWeGDibpUgfa9JDZiINzc2oWoB2O3PDmrfNrzsuUM0WMaeBn459HD2WLLx4OlK+A7oOHBafgxe/IxZzSWSAP74iY8ulAtbx5P4cjJAafnExtYVKHc/SQGyntm6hE4e3hDu1W5vtWKIfPVm8zo4UErCOU4a/Bnn3bid3iYYvWx5VDdWjbgsuJndF6oXW+zczRu567h0igewUYmtlQNmQlPIXLi8ZdQRKhLmmnw1csGb5p2IbJ5YInrm3wUd5T3MJKFP8b5kVaU5uRxCpao9f/H2y5LlNNV2KGGO9LVADbJfHu9tLi3THsEj7VgCVCPbJ+HOQD0zoGxMf5YU1+k08vlbPdeeahQ8QlzM/10J1j/xev9FamtwmbMZcmoAoUqKSybzxWmMUVv17vDm0nyndWjnBPPdz8Q0WRiN0hRH5EVTbNoc0v0F3t6ahEFrQldSgk0o4gpaW3XhV/Dl5UMjANpVTdcBWeJiAru5ULvc2JP96CCqkzgYT56cTRg5SNuibSS/d9/K3PL1hkhmoIOrWTX55sSI0do4L2PCj99Xvl5XGhZ7dGBBLjEnyyP5ygtmQIr+8cXGR/62G0FPWpLOtsio9FkBjXk5LkbOiHe5BFNP86uXelYuGBQZkUpPt4QTW1Q9bWGKMkxvaeTxkbMOAf1O8c6ggDdVKyLGoFVBlMGF7TqYaC3em05FfU3Z0F3sFhMzAZ+ww8IlSlo/nsZpoAIu3e6mrkl7FZ/AKrdGsZ3Q0wspC/fPIaR5JRhiTqyz365qd7jZaWKUkXXxRxhDpcUozNE3ZuAz1bs0Q5T+2T2uyC8k8+vry0yWrmDy3I/Dzs4Ll2766NmYGQOzIHYiieqcqxVQ6Q3nWSVpZ9uTSU8k0zkCah6w822QjHKmbxL5s4+jlCJamHOxcXrJTSvjHRTwWouY+T3OZSdt7W6DjvnQGTzMdSlL0JxZll77beGuG1OuY05R6w+U6gDxdikRzNfgmTHTWJM04ZaeJFkQqBqXevKf2BXsl0MB2OD1lwuNI8JhZN03ie5kKkXM/Ic/DhUtSDYqerq6MF7uzau9WIbhZr9wvCRCmUh9jkH82wII8zqy3wGYYTeAcCGfx0cmDrLg/Rt5vrAohVqg3SFu4c67mMAS+Sd/34ANGdEnaPhPcCWkLwmLJaodDz07TB8nZCWvLf51GDiEMo5Irfjizzp6D0CPYpq4h30fDrQkd+X1rrkuw/kP4gwzRekasECOWpCJSL8n5W4OsPbK3Ijg0HFxwO0k4CsYL5HmjyXlpvHNMms5VVIKRwLYK8CtnQ1kKTfs9HNkrz9roMrKi50zCTtYY6LUcKJ8pmgcNSbtnic2YsiiVt9OVq1t80DjzbwKgazWWrnuCF5ATFyPxSlIhIEsL0nmSnJpPaxSujPy7EUQ3mtAhau+b84rjqqr34ytCA5zcxJ/j1b22uCRPU8741ypEa1lkoCobjidElq70csYIHX0p+gH1WkndiwJLcMEf86JjjGDFNw0ZFrhVAcqyWw/YssSHDQ+r7+DEqDOOwuK2KMb3HXPKEHUIH7/pBZYF7QDkrta9YPJhiyo/MUmBxbgSp3NbCvDhGnqjir/SD9j+lG3P1IViTroHv41ZCdy9i1lL3CW9MIFzzvE/ZjZgYSlax2txUOsOCSF27IC4K0AYXde29sUU+PudVII0RRUGtLWAiyNr+axiP3nvdzgGEV9/VU32+d5mH7BT4r22HjZwx+by+NzeTA3twlMrlM9LdmZdDhf+rmk3puCpSFg9gZU4bXFKxWyEM3k1fbCaO4O+aghOcV35m0sAX8aTj3Gm7gZCQYwhf6tutLgUURIJvKyehAwAEfJRR35vBwzPa4nsM9iRDj4vU6nwecVvQqaYMMGRCWIdi7gZ+cxVCZesE9WZDH7Y/GV1g/F8+baVq50DEs4IMRP47o4lvTySm7iWAvs5vjDuiiHwyhUOPHc4maLki4YHPV1Br25W6ZwddfLVEQfcLtAIVKa7MNJb9rUN/LaBbCMgwVmqic8cbvPXmfN7BeP8HdfGAs2M7hRLizmNOsBbObfWlggDMtwaYeWkilV1l1erU6C1ycObdAlzO5KnerQgKsk3f7iNSjs1angUrzmUbdiyRbdmOS43iWc/baAlFj5mOcCZtXsr4m0mYnHjkyhhF2VvhUBUBZ4ewCpS4tIJ/+kEThYEBvutoR9EGbAsbLKnk5Il1xtyqEgDpvrOKgGbwaBc2OMdWhHVDwAjorEPQO8Q2ZgDd3uUaaTKOAiFvvrYUNBzTzmOm53Bi/K6P7v7wVTEZqKbjrPMmnprs1KfThxKR4tMeRB0WOlHcMrKChrMbdAT6xj3fKPpZDdScbthipHbbSSlR+Ul7aJvaOOfiEUT5cFQWvVvYU0X7kqj5xkBvp416Uffxbawd1LLTMlK7wgoJkG1qNHueMY5w2RtnVHWdXdNx9HazLDIFLw+lb6JOJ9L+sR1JUE6ugEjxRTdMDG5zDlV9b8V4nqL8aw88NkyYedFMQfM9sq9mvuez4QJK7SSnrTZPzjWz0zNOExLqob14ZKJQG/A3Nl/CVhQn+QxN28sQr+y/TiTpb4tCSt4GAfDr5rim5xokAK+iYBYjmkIWLHN+fCBRcF6pPukPN6k1jEaCj0LsIhdgEeR6fuaCYjaImbckMY+E/93h0430HWu7QbChhCrDrJavfxe9EHlXjTRc/P9nT4EZrfE7bVk0k+JQFz/LO0+fRJj2FMr3pIK/lUy+73OReXVrFOlgh6sWQTQWRW4Jz8qaPJPbY4pHuYutVpsDtajjH5AHv3agZvQtACsR3hOx8ZKrL590ZoLBO/5A6CekZVmhJ2lOqJDawSGNabEldzS4SDf5g2zDKgrirPKHEXSV1tg8clnxNUBAJNmDeHpsgQMWG6qxWWJMSuE0RFrtuGadyyuqjMFIt/aUUfMG3WtdRz/RgyGzMBnS1tCqOWqO0YLA19LxIfdXPj9h+2O3VA5A5ikpJSrd7f45jjxMZdeo17nHjUBoY1SoimPLialxP7xWDEqmUSwWJ1qrNui5PlXvPS4IGhV+/brivZFlALvcEMRzouOhQ4zNk/NrxMSwr7dR2rQ4KOqLtQMl8+e21nX5IEVR0vGeteSbx+3qjXJF1o/1AEbZlf+WZ6LMq3XOtBY4vn1lokSruzTEHAqXOkfd/XRXy1b0O5SK++aRUluhRKYopWivCbjHucDgVYf4llUqzN0l8PGX1cM5yc7KDFhBfVr0od+Xl99knWallRq2gyDY6oJ8Mg9GXd+gi5FTusU2MQJsAjgsPOa5Bpwic/Tk17L9nh6hEMZqWlTGCSs2nCTVUEud2gVQfFkV8eVlyqnXXavsYrSyZp2X7Op73Htl+YBe6ymT+JAc8TIxSRtnyqA/q2lYqKfCo0EdzGn33XHmoXEri6uhsCNmPGAjJdJWwekA8/+rZLL4cbARRLGvxy9CiTfB0pMzWw6T9WFJkH/vZd8DJ7RXQIrfKC+ZGkA9L5RsiMg/gkc4u5RodoJvaD4sm/7sAJbp/Ch3GJWJMosEncHfCm/uL9k6wlpzIR/Ml4RpmsKIZsF190468gKbV524kCkavE504pYBJzlJqZRPTzKpfoRe1A6bA==
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