Find the greatest number which will divide 330 404 and 477 leaving remainders 6 8 and 9 respectively.Plz full method
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Step-by-step explanation:
330 - 6 = 354
404 - 8 = 396
477 - 9 = 468
Hence, 354, 396, and 468 are the numbers exactly divisible by the required greatest number
Hence, the required greatest number = H.C.F of 354, 396, 468
Using Euclid division algorithm
First we divide 354 by 396 at last the quotient will be 6
and, then we divide 6 ( i.e. the quotient)by 468 then again the quotient will be 6
therefore, H.C.F = 6 = the required greatest number
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