Mathematics
Grade-4-
Easy
Question
Identify the factor pair of 12.
![](data:image/png;base64,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)
- 2 and 6
- 2 and 4
- 2 and 8
- 3 and 6
Hint:
In the given question, we are required to identify the factor pair of 12 from the given options. Factor of a number is a number that divides the given number completely without leaving any remainder.
The correct answer is: 2 and 6
Step by step solution:
In the given figure, we can clearly see 2 rows and 6 columns make 12 boxes.
2 x 6 = 12
Thus, the factor pair of 12 in this figure is 2 and 6.
Hence, option (c) is the correction option.
Related Questions to study
Mathematics
Identify the factor pair of 12.
![](data:image/png;base64,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)
Identify the factor pair of 12.
![](data:image/png;base64,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)
MathematicsGrade-4-
Mathematics
Identify the number which is a factor of 48.
Identify the number which is a factor of 48.
MathematicsGrade-4-
Mathematics
The factors of both 6 and 15 are _____.
The factors of both 6 and 15 are _____.
MathematicsGrade-4-
Mathematics
Find the factors of number 24.
Find the factors of number 24.
MathematicsGrade-4-
Mathematics
From the given list, which numbers are the factors of 125?
2, 3, 5, 7, 30, 50, 100
From the given list, which numbers are the factors of 125?
2, 3, 5, 7, 30, 50, 100
MathematicsGrade-4-
Mathematics
Identify the number which is not a factor of 24.
Identify the number which is not a factor of 24.
MathematicsGrade-4-
Mathematics
Choose the number which is a factor of 25.
Choose the number which is a factor of 25.
MathematicsGrade-4-
Mathematics
Select the number below, which is a factor of 21.
Select the number below, which is a factor of 21.
MathematicsGrade-4-
Mathematics
Identify the factor of 16.
Identify the factor of 16.
MathematicsGrade-4-
Mathematics
Identify the factor pair of 28.
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAWAAAADKCAMAAACsT2pCAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAL0UExURQAAAFQzAJJdAJJaAJJYAJJeAHxLABwRAD8mAJJbAINPACEUADYgAJJZAIpTACcYAC0cAI9WAJJcAC4cACYXAIlSADchACATAIJOAEAmABsQAHtKAJJfAFUzAJtdAP+sAP+mAP+iAP+uAOWKADMfAHNGAP+oAP+nAP+tAPORADwkAGQ7AP+kAP6ZAEgrAP+eAP+rAP+fAFY0AEcqAP2XAGY8ADsjAPCQAHZHADIeAOOJAP+vAJ1eAJZaAP+hAP+dAN2FADEeAHBEAP+jAOuMADojAGA5APaUAEYqAFExAP+ZAP+lAP+aAFMyAEUpAPWSAGI6ADkiAOmLAHJFADAdANuEAP+pAJhbANiCAG1CAOWJAF44AP+bAEQpAE8wAPmVAPqWAEMoAO+PADghAOOIAG9DAC8cANaBAJRZAJxeAP+wAOeLAHVHAP+qAPWTAD0kAGU8AEksAFc0AGc9ADwjAPOSAHdIAP+xAJ5fAIBNAOCOAOCKAOCGAOCQAL5yACoZAGA6AOCMAOCLAOCPAMl4AFMxAOCIANN/AEUqANuDANyEAEcrANJ+AFQyADEdAMh4AGI7ACkZALxxAOCRAB8TADcjADciAAoGABcOAAwHABQMAA8JABEKADUgAA4JABUMABgOADgiAGE+AGE8AGE6AGE/ABILAGE9ABYNACQVAGE7AFw3ABoQAB4SAF85ABoPAFs3ACUWABUNACoaAFIxAJRaAP+gAP+cAPSSAFAxAP2YAFIyAOeKAHFEADAcANqDAJdbAOCHAHFFAO6OAPmWAPiVADoiAOyNAN6GAJpcAJpdAOSJAPKRAGM7AFMzAFU0APyXAOKIAIxUAPSbAPSWAPSTAPSdAM98AGg/APSYAPSXAPScAFo2APSUAOaKAEEnAEwuAO6PAPSaAO+QAE4vANmCAGpAAC0bAM18APSeAI5VAEkuAEktAEkvAD4lAA4IABAKABMMABMLABAJAA0IAD0lAB8SADUiADUhADQfADUjAAAAAHhf/7YAAAD8dFJOU///////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////ANR6x34AAAAJcEhZcwAAFxEAABcRAcom8z8AAA5uSURBVHhe7V0xcqvKEtUK7JBL1WMfSpQpIjHbuAGxsx+p6i7greFug1hLQLkdqlREpK+7p5FlfUv06Sq6pmSfAdSDaQ0M7eZMzwxa/WBpVJunDbKsh/Jqz+wyjFc7ZpeiuNoxuxTF9Z65ZRyernfNLOWw/n297/5SUQVv2rYG0ut2XLeEy333U1uPDapxrGh7sWcutW1TwhrjFtRYoxqvG61gAO2+WEMKdbsdGxWNaOuSKlgzJrT1G1WwZkxoa65gzZjQ1utiD156qmDN2dDux15FK7YjWF31oSxVMqMqtypZ0XRYBdets4I1Y0T7jltwh1rwFrdg9JaQBXfoLenHvUpGSAU/gdb17rJgEC4Lxq6DKhi1x3WxA8vwuAjcgvfkgyEVsWAI7Qt+S8gHq2QFWTB2HfUTWzB4U2AfTA85hwUfwNNCLZhdBG7B76BGiA8mF7G8BdMteVHZCocFdy4fDFZXkAWrYEaID+4ifPAOtmD2wRBwFoHfkraucAuGaZr4YM0YgfNgsWDsxIgHH1S0gaorxIJdPhg8L7glV/t4MAj0lrh8cAH6YHERoA92WjCI8oja48OwiPpP0YPXDrOI+oDekggW0cI8WH0wqMMWDKk4LJh88At4FwN8cE0sQiUrPCwC58EBLbm6PsKPRdgHt7hTER+sGSuy5MEhLIItGDMUHw/uYB+8fDRNnIqKVqA8mHywjweDOvsuJhahkhUxLMJD01AWgfNg2Af7WISKZiwfTXPFIoJ4sCeappIVHgsOYBE1HosIiKbVB2IRWBkhFhwXi8Dgi0WobEWADw6KRURE0+BbEuKDM45FZMoiQB/sjEUs7oNjWIQjHhwWi4Dg88HgLYF9sM+C/6hohccH49G0qFgEeFphPFgzRuTpgz0dQLlacFSPBlYIOxUQYTwY1PnWLAK04CAWERSLyJAHZxuL4GYDeBdRC87XBwf0yfliEUvHg90+WDNGkAU3YCkuH6yCEXiPBgd7gnwwVgr7YJWsiIhFOFpyGcciQA2fD1bRCrwDKFcWQTxYJSuCRleiNp8vD47wwZ6RPSpZkS+LWIO2EsCDpUdDRSsiWIT4YM0YEcWDVTIiUxbhtWBQIyIWkWlL7hvHIkJ8cK6xCAeLIKcSMEcjigeraITLB2c6PjioJQdqBPTJeVpyUbGITQvNIH/dUkvuIj+f0mz7yz1ziZoNb6BGW3FDA0g82/4gV37edT8RZK4ykFqx4F97DP8rGpWs2HWVSlb8GUuVzChHFazYVt1ORSv6YvevikawBQ/jOHbdSMmy0MGiIcebQIeuTpNG+o7i7vpMx55E45nysnN2wxrPosk75JtufUzLeFrRJv2FhLmFNuOw4pL4a+aQvpY1VquxbyZUut4WqqY/DmPzV/ZZUQ2FSgyD6l/WqPqq14Op1JlN1RRD0+tpaQn3PhjFQAUg6J9J4+IL7kCP6sfkg9Ulk9tI622BHItE02SfEUS6Lh9y+k2T+H+ftCEfzA0NzkpOpLsbbsmxN5UdMx8KeeOJyibwG0/2UxlzSMdMLGJKnzafMtMeKmXfrVMplAwb+iAWMcmUPjbXH+e/aQVPuy7EW5tUwZw7LzdzU2qY2EFpXYhGytzfyEHpIYfStIgR7vxyAvC00Gga82CUa8Pz5FIsQmUjeJYRePEBMz2lVxm8eLglx7OMVDRCLBhsyVHDF7ZgT+hGBTMC4sGwBessI80Z4ZwnBwG3YB6bpoIR+GArnumJTqV1RNM8Fuxq+IK2QtUFXognFuGaZQSW4njjCflgTCUkFuGIpsG3RHywZqx4kHhwSDTNZcFRs4zA6irxh1xQNG3xeDBVcMA/fMbxYM1YAY8PplsSwCJCfDBsweKDM7RgeHQl3qvsYxExvcrw0CmcRcAWDHf0x/VoLD4uwmnBKlrhiUUE+WDYgj0+GFLJNBaBW7C4iExZhGOEu0o2PBKLgKNpnpYcPjbthwcD+N4swueDsUIcj8UwHqwZI9iCwVsSxSKwm5ixBYMj3HEe7GMR2c4yAnXoHx68JR4f/Ehj0zRjBVswdilwLCLbeLDPB4M6QS05lYzAO4CyZRH4m/+cPhgrhPvkQI0wHqwZK6JacipZgXdhhvlgsBS4T87JgyHwCHcVzcg0FhFiwQEj3EN8sIdF4H1yMbGI5Z1KHA/ONRahsg35tuR8fXKQiicW8UBvnUJHV/p4sCMWoZIVuVow3qMR0CcnPRoqWxHGg0GdAB9MLuJ7xyLgWwKzCNSC8cZ1oA+GqyvEB6tkxAPFIiJ8cEwsIowHa8aIKB68eLPB8bMjTh8M3nifD8ZU4JbcA8UignzwD4uwA49F4NE0j1P5xjw4IhbxSCzC54PB06JbAmpkG4uI4cFLs4h8o2lRPBgCxyJUNCOKB/MbT/j6bao8tbtXDSPaF5kMLhq2larrKB9f/fHLld94ckBOijSaTjRY27SkN56QyFnLqpPBn+rDtt4eDrQYsD3sip40SEf3zGPfVXTwuRDDui2PX//h9lqW9MGSDfWBLPhdLp03puXQF3sp41zo/ZVU2IKLEsKxPIEaJaxBZQwqmjEM41FFI4oTqHEsVrgGVXB1PFZlSse5lTCeivPxpsTV9fb2xlLa8+U3X65Hqi4uijPGdBwGOTtWvr9MKlTBlJ1ylnQUDSlFsrOnd5QKJhZBzp4f2pa1rt+JRSSJ/88sac8s4oV0eKV8wr1P+of/yN5P00Z4sEhJ6+stgQXJVOP+44wsKz3kdlIa4/xxK8kf2Qf/5keWGW3LfXJ2Bfb1h/SQk8y05c3Vvo/99JCz82DV0Gha0rq1/QBddDO+2C+EDuSH3PZV8xZMDzlzIQKcB7vmKjOLgIDGIrihgc2db2t5bxqCmFgEuYjlebAjmkY8GLwQPJrmjUWA1eVoyUVE00AL5pYc9rvK3ngwPoUgy2iay4JVMiImmiYWDF4KVRekgc8yCrHgFItQ2Yh2B0+CgXuVfRasghkBPthnwQHvTfNF08DqytUHw2PTcBZBFQw6FTyaJh394IUEWXAAD/ZYMN6jAVtw37l+GVxlK/L8TU/H6ErYgqntF2TBoIarJYdyAtSCHSyiXncxPNjzW0YQPBYc8Fh0vLtSLFgzRgS15HDStTwPxi3Y2Se3uA/Ge5WdfXJgGT0c7MmVRQQ0fH0tOVTDxyIyjKbx6EqUpn1vHuxhEWB1eSw4ZFzE8+LRNMc8uTzjwV4WAZbi8sEqmBETTQsaH6ySFT4fDFZXRHgozgeD1eX5h186FhFiwbnGIjw+OCAWUffPD8Ii2EWgHjXCgvsxJBbxjPJgB4uAH3IRsYgoFvEc0pIDnUoQD3bFg8Gb4vsdDUgFb8lFxCKCWARV1zeORbh4sGaMcPwKQUA0jVmE481/4IU8UiwC/IePGhcREYvYf+ORPT4erBkjyILBd1e6fLBnbJpKVmTLgyNiEegtkdGV6C1BLbjFf8vI6YNBDR8PBkHVpZINDh9cO3mwylZkGU3Df0/OZcFBLGJ5Hww3fPGBULgF8wj3qHgwpvLTo4EghAcz6QIvPoJFxPDgLHuVpUcDvSVRFgzq5BqLyLFHwxOLiOjRcLTkuEdDRSscFvwoPRrCIrBbEhKLgFtyPh8c0qPhuSUqWuGwYF9LTjNGhFmwilZEsQgoKOrkwRn6YOnRAE8rikVsWuxNIftxDU0fT9UFnRhV15EneNvh8MFtA1ZweuOJZuZBR6bJ4MmCjYp0L/Yai+AvMC3kIrhxbV8+bsnl3jsLb6B3V4oaVMGiYbXg80FSwWNTNRXjryExhuIsGkEavRZiAH11Qxoi2MAaxSCCLTGa4gRq9MXpSNLl7q9TOoaXkSp4GC/wPLPyx6pIgh2fy7DgdFLBjLPGV6d9vQpOp04lK4bTdOlffem0XoLfePLr3+0+JQJv7qy08EuRNGtKW9IYq4+cJe33Zanl2RIdWY6ikTYzqyhtq253kD0WsMqhL3ZUWSl7e73A4Vd6yPFjzgQ+bCsPORZtCyV+44lI5qWsoDIIFflgK9KRzTjpziMduR63r7rDiM80zUTx6CG3eI+GaxgJzJw98eBzS47r6tb6AVcsYmIRdsA8uHbxYJTV+njw5xqcA1dwhn1yrmZDSDQN1fjsImzw9WiAGnAsIqYlh86TS+/sUdmIiFgEWzDmUfHxwb5YRJAFgxrsgzHAjWtnRz9qwXAswumDVTTCYcGeLsx8x6apbAVuwQE+mG9JQDz4ofrkwIuPYRFB4yJAjYg+Od8vwYAasAUnHqyyEWEWrJINMrJHZSsex4J9I3uwQjyPxQALzrhXWSUzsmQRyYI1Y0WWPhhvmsSwCPHBoM4PiwAQY8EwD/axiICxaQ8zssfDIiJiEc/58mAMLhaRoQ9+HB6cNYsAb0qWPphZBNbXEOKDM+bB+Dy5EfXauAU758lpxoosebC8Nw2+JaCG42dWxQeDOkE+WAUjmEWgXhu2YP4djatu4znE+WAMLhaxvAX/jA8G4PDBcfPkQI2gWISKZgRYcOLBYCkxPjjDX4Jxz/TUjBUBPNgz0zPLt68+TjwYH+Ee2KOhGSt8PhiC+GCwkCx7NHLmwXjoZvmWnDMeDN7GAB/sYBF5RtMy5sEZsoh8o2kwD3awiDx9cMY82MMiVLbicVgEHIvwsYgM3xeRMw/OMBbxnX1w0K/Swr3K4oM1Y0SEBbOLgFkEWF0eCw56X8TyPBhvKoe8N837vghQJ4pFQKcVN7oS6tEIYhG+WAQGtnnwtCJYhPhgTCfKgvNkEXn2KvviwZCGjK4ETyvCgtkH8xtPAIgFYxpswZiGxwej8eC26UDeQRb8DmokFsEzyc3pVV4pc7FjNlEFN6BGLS05IHEFX+bnU9s2fEuARBXMtwRKv6mCq83T5smO3+thRI5nFCMVASmRxj8qGjEWoMamK9a/VbZhUw5rqIx/niqq4B8siNXqP5e8aXBm5J3mAAAAAElFTkSuQmCC)
Identify the factor pair of 28.
![](data:image/png;base64,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)
MathematicsGrade-4-
Mathematics
________ is a factor of 12.
________ is a factor of 12.
MathematicsGrade-4-
Mathematics
Find the set of numbers that shows all the factors of 15.
Find the set of numbers that shows all the factors of 15.
MathematicsGrade-4-
Mathematics
Identify the number which is not a factor of 12.
Identify the number which is not a factor of 12.
MathematicsGrade-4-
Mathematics
Ayaan arranged 36 shells in an array. Identify the array he used.
Ayaan arranged 36 shells in an array. Identify the array he used.
MathematicsGrade-4-
Mathematics
______ is a factor of 36.
______ is a factor of 36.
MathematicsGrade-4-