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Answer:
When a no. N is divided by a proper divisor D it leaves a remainder 14 and if the 3 times of that no. i.e. 3N is divided by the same divisor D the remainder is 8. Again if the 4 times of the same no. i.e. 4N is divided by D. What will the remainder be?
When N is divided by D the remainder is 14. When 3*N is divided by D the remainder should be 3*14 = 42. However, we get 8 as the remainder. Therefore, the divisor should be 42–8 = 34.
Let us check our answer. Suppose the number is 34+14 = 48.
When 48 is divided by 34, we get 14 as the remainder. When 144 is divided by 34 we get 8 as the remainder. When 4*48 = 192 is divided by 34 we get 22 as the remainder.
We have one more option. The divisor can also be 17. In that case, the number is 31.
When 31 is divided by 17 the remainder is 14. When 93 is divided by 17 we get 8 as the remainder. When 4*31 = 124 is divided by 17 we get 5 as the remainder.Hence, the remainder could be either 5 or 22.
Step-by-step explanation:
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Answer:
m / 3n I hope it helps you bye
