Question

Find the remainder when 1234567 ............ 4647484950 is divided by 16.​

Answer 1

Answer:

290544969

Step-by-step explanation:

in 6th class will tell what I know

÷the two numbers and add them. you will get your answer

Answer 2

HERE IS YOUR ANSWER MATE⬇️⬇️

Rule of Divisibility of NUMBER 4

Rule of Divisibility of NUMBER 4Any NUMBER where the last two digit number (units place & 10’s place) is divisible by 4 ,the very number is divisible by 4.

Similarly 8=2^3

Similarly 8=2^3Any NUMBER where the last 3 digit Number is divisible by 8,the very number is divisible by 8.

Similarly 8=2^3Any NUMBER where the last 3 digit Number is divisible by 8,the very number is divisible by 8.Similarly 16 =2^4.

So any Number where the last 4 digit number is divisible by 16, the very number is also divisible by 16.

So any Number where the last 4 digit number is divisible by 16, the very number is also divisible by 16.Let us come to our Question.

4950 is not divisible by 16,so the entire number starting from 1,2,3,4,••• 49,50 ( I have used comas between numbers for the purpose of clarity only, there is no coma in the number ) is not divisible by 16.

4950 is not divisible by 16,so the entire number starting from 1,2,3,4,••• 49,50 ( I have used comas between numbers for the purpose of clarity only, there is no coma in the number ) is not divisible by 16.Let us take a Number 14944.

4944 is divisible by 16 , so 14944 is also divisible by 16

4944 is divisible by 16 , so 14944 is also divisible by 16Any digits such as 12314944,54784944 etc.are all divisible by 16 if and only if the last 4 digit number (4944 ) does not change. So the REMAINDER is 6.

SO FINALLY I THINK THAT YOU GOT YOUR ANSWER

IT IS LONG BUT MANAGE IT

THNXS