Question

which digit should replace in the number 46*368 so that it is divisible by 11

Answer 1

Step-by-step explanation:

Given:46?368

To find:which digit should replace by ? in the number. so that, it is divisible by 11

Solution:

Divisibility Rule of 11:

Sum of odd place digits-sun of even place digits= Multiple of 11 or 0

Here ,

numbers on odd places are 6,3,8

numbers on even places are 4,?,6

Thus,

6+3+8-(4+?+6)= multiple of 11/or 0

17-(10+?)=multiple of 11/or 0

So,if we replace ? by 7,then resultant will be zero.

Thus,

The digit is 7.

The number 467368 is divisible by 11.

Hope it helps you.

1)A number is divisible by 3 if the sum of its digits is divisible by …….. .

A. 1

B. 2

C. 3

D. 5

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2)The number of digits in the smallest positive integer which is composed entirely of fives that is divisible by 99 is

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Answer 2

7 is your answer

Answer:

the digit 7 should replace in the number 46*368 so that it is divisible by 11