Divide. Write your answer in decimal form. 63÷35=

Rewrite division as fraction: Rewrite the division as a fraction to prepare for division. So, 63÷35 can be written as 63/35.Divide numerator by denominator: Divide the numerator by the denominator. So, 63 divided by 35 equals 1 with a remainder of 28.Convert remainder to decimal: Convert the remainder into a decimal. Since 28 is less than 35, we place a decimal point after the 1 and add a zero to 28 to make it 280, then divide 280 by 35.Divide 280 by 35: Divide 280 by 35. The result is 8 because 35 times 8 equals 280.Combine whole number and decimal part: Combine the whole number and the decimal part to get the final answer. So, 1 from the initial division and 0.8 from the remainder division gives us 1.8.

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Divide.
Write your answer in decimal form.

63÷35=

Divide. $\newline$ Write your answer in decimal form. $\newline$ $63 \div 35 =$

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Algebra 1

Multiply and divide rational expressions

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Q. Divide.

\newline

Write your answer in decimal form.

\newline

63 \div 35 =

Rewrite division as fraction: Rewrite the division as a fraction to prepare for division. So, $63 \div 35$ can be written as $\frac{63}{35}$ .
Divide numerator by denominator: Divide the numerator by the denominator. So, $63$ divided by $35$ equals $1$ with a remainder of $28$ .
Convert remainder to decimal: Convert the remainder into a decimal. Since $28$ is less than $35$ , we place a decimal point after the $1$ and add a zero to $28$ to make it $280$ , then divide $280$ by $35$ .
Divide $280$ by $35$ : Divide $280$ by $35$ . The result is $8$ because $35$ times $8$ equals $280$ .
Combine whole number and decimal part: Combine the whole number and the decimal part to get the final answer. So, $1$ from the initial division and $0.8$ from the remainder division gives us $1.8$ .