Divide. Write your answer in decimal form. 56÷35=

Identify the numbers: Identify the numbers to be divided. We have 56 as the dividend and 35 as the divisor. We want to divide 56 by 35 to get a decimal result.Perform the division: Perform the division. To divide 56 by 35, we can either do long division or recognize that both numbers are multiples of 7, which can simplify the division. 56 ÷ 35 = (7 * 8) ÷ (7 * 5)Simplify the division: Simplify the division by canceling out the common factor of 7. (7 * 8) ÷ (7 * 5) = 8 ÷ 5Divide 8 by 5: Now, divide 8 by 5. Since 8 is smaller than 5, we will get a decimal. 8 divided by 5 is 1 with a remainder of 3.Add decimal point: To find the decimal, we can add a decimal point to the 8 (making it 8.0) and continue the division. The remainder of 3 becomes 30 when we add a zero after the decimal point.Divide 30 by 5: Divide 30 by 5. The result is 6, so the decimal part of the quotient is .6. 30 ÷ 5 = 6Combine whole and decimal parts: Combine the whole number part from Step 4 with the decimal part from Step 6 to get the final answer. The final answer is 1.6.

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Math Problems

Algebra 1

Multiply and divide rational expressions

Full solution

Q. Divide.

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Write your answer in decimal form.

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56\div35=

Identify the numbers: Identify the numbers to be divided. We have $56$ as the dividend and $35$ as the divisor. We want to divide $56$ by $35$ to get a decimal result.
Perform the division: Perform the division. To divide $56$ by $35$ , we can either do long division or recognize that both numbers are multiples of $7$ , which can simplify the division. $\newline$ $56 \div 35 = (7 \times 8) \div (7 \times 5)$
Simplify the division: Simplify the division by canceling out the common factor of $7$ . $(7 \times 8) \div (7 \times 5) = 8 \div 5$
Divide $8$ by $5$ : Now, divide $8$ by $5$ . Since $8$ is smaller than $5$ , we will get a decimal. $8$ divided by $5$ is $1$ with a remainder of $3$ .
Add decimal point: To find the decimal, we can add a decimal point to the $8$ (making it $8.0$ ) and continue the division. The remainder of $3$ becomes $30$ when we add a zero after the decimal point.
Divide $30$ by $5$ : Divide $30$ by $5$ . The result is $6$ , so the decimal part of the quotient is $.6$ . $\newline$ $30 \div 5 = 6$
Combine whole and decimal parts: Combine the whole number part from Step $4$ with the decimal part from Step $6$ to get the final answer. $\newline$ The final answer is $1.6$ .