The easiest way to solve a modulu problem is by
- Start by taking the initial number (before carrying our the modulo operation).
- Then select the divisor.
- Then one have to divide one number by the other and then round down.
- Then Multiply the divisor using the quotient.
- Then subtract the above number from one's initial number (dividend).
- The number gotten is the outcome of the modulo operation.
2^100/3
=3√2^100
=3√2^99×2
=2^33×3√2
The [tex]\sqrt{2}[/tex] is the reminder.
What is the easiest way to find remainders?
The easiest way to find the remainder that only work with specific numbers is that this can be done when one solve the division by the use of a calculator by:
First if you answer is in decimal form, you have to subtract the whole number and later multiply the decimal value that is said to be left by the divisor of the original problem. The outcome is your remainder.
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