find the greatest four digit number which when divided by 14 and 18 leaves remainder 4
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Answered by
0
Greatest 4 digit no. is 9999.
Divide this no. with LCM of 14 and 18 which is 126.
9999/126 = 79
Remainder = 4
so the answer will be 126*79 + 4= 9954 + 4 = 9958.
Divide this no. with LCM of 14 and 18 which is 126.
9999/126 = 79
Remainder = 4
so the answer will be 126*79 + 4= 9954 + 4 = 9958.
Answered by
2
the greatest 4 - digit number is 9999
Find the LCM or Prime Factorization of 14,18 = 126 ia the answer we got
On dividing the number 9999 by 126 we got 80 and reminder 4
∴ required number = (9999 - 4) = 9995 is the answer
Find the LCM or Prime Factorization of 14,18 = 126 ia the answer we got
On dividing the number 9999 by 126 we got 80 and reminder 4
∴ required number = (9999 - 4) = 9995 is the answer
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