What would be the number in units place of the following expression?
6
The correct answer is 6.
The units digits often follow a repeating pattern (cycle). For example, the units digits of powers of 2 are 2, 4, 8, 6, 2, 4, 8, 6, ... forming a cycle of length 4. For multiplication, as demonstrated in this problem, focusing only on the units digits simplifies finding the final units digit significantly, regardless of how large the numbers are.
What would be the number in units place of the following expression 182 × 98 × 971 × 866?
A seven-digit number 5702718 is divisible by 147. If we rearrange the digits of the number in descending order and subtract 4 more than three times of 17 from the new number which is formed, then the resultant number will be divisible by:
What would be the digit in the tens place of 7 nwhere ‘n’ is a natural number greater than 1?
If N = (307) 38 + (524) 20 , then what is the unit digit of N?
What is the digit in the unit place of 3 99 ?
What is the digit in the unit place of 23 65 × 36 94 × 88 77 ?
What is the digit in the unit place of 3 99 ?
What is the digit at unit place in 28 96 × 26 92 × 94 22 ?
The unit digit in (4) 31 + (36) 81 - (243) 26 is: