convert 89 (10) to binary and octal●︿●(╥﹏╥)

Answers 2

Answer:

covert 89(10) to binary and to octal

Given,

A decimal number 89₁₀.

To Find,

The binary and octal form of this number.

Solution,

To convert Decimal to binary and octal follow the given steps.

The conversion of decimal to binary is done in a variety of ways. One of the ways to convert a decimal to a binary is to divide the decimal number by 2 times. Then, the rest is marked down until we get 0 as the final quotient. After this step, the remainder is written in order to get the binary value of the given decimal number.

The conversion of decimal to octal occurs when we need to find an equal to any number. In this case, we need to convert the decimal number into its equal octal number. In the numerical system, each type has its own base number i.e. the octal number has a base number of 8 and the decimal number has a base number of 10. To convert a decimal into octal, we need to divide the decimal number by octal. base number 8 and write the remainder obtained by subtraction to get the same octal number.

Hence, the binary form of 89₁₀ is 1011001₂ and the octal form is 131₈.