find the remainder of 3^30 divided by four
Answers
Final Answer:
The remainder of the number divided by the number four is one.
Given:
The number which is to be divided by the number .
To Find:
The remainder of the number divided by the number .
Explanation:
Whenever any number is not completely divisible by another number it leaves a remainder behind it.
Step 1 of 4
At first, divide the exponent 30 by 4 to get the following answer in the decimal format.
Step 2 of 4
Next consider the Whole part (7) of the answer and ignore the decimal portion (.5).
Multiply 7 by the Divisor, which is nothing but 4. Thus, the calculation of the Whole part multiplied by the Divisor becomes the following.
Step 3 of 4
Finally, we will subtract the result 28 from the Dividend which is nothing but 30. Thus, this following calculation is made.
Step 4 of 4
Thus the remainder of the number divided by the number is calculated in the following way.
Therefore, the required remainder of the number divided by the number four is one.
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