Jefferson Simmons

2023-03-22

Perform the division $110/10$ in binary.

gatumisz3f6

Beginner2023-03-23Added 4 answers

Binary division.

Long division is one of the most effective and simple methods for solving binary division difficulties, and it can be used to solve binary division problems.

$110/10=110\xf710$

Step 1. Convert numerator into decimal number system.

Decimal system value for the numerator

$\left(110\right)2=\left(6\right)10$

Step 2. Convert the denominator into decimal number system.

Denominator value in the decimal system

$\left(10\right)2=\left(2\right)10$

Step 3. Divide decimal number system.

$110\xf710=6/2\Rightarrow 110\xf710=3$

Step 4. Convert quotient into a binary system.

$\left(3\right)10=\left(11\right)2$

Hence, $110/10$ in binary is equal to $\left(11\right)2$.

Long division is one of the most effective and simple methods for solving binary division difficulties, and it can be used to solve binary division problems.

$110/10=110\xf710$

Step 1. Convert numerator into decimal number system.

Decimal system value for the numerator

$\left(110\right)2=\left(6\right)10$

Step 2. Convert the denominator into decimal number system.

Denominator value in the decimal system

$\left(10\right)2=\left(2\right)10$

Step 3. Divide decimal number system.

$110\xf710=6/2\Rightarrow 110\xf710=3$

Step 4. Convert quotient into a binary system.

$\left(3\right)10=\left(11\right)2$

Hence, $110/10$ in binary is equal to $\left(11\right)2$.

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