Lian's dog eats (1)/(20) of a bag of dog food each week. Lian currently has (5)/(8) of a bag remaining. How many weeks will it take Lian's dog to finish this remaining food? weeks

Identify Consumption and Remaining: Identify the amount of dog food consumed each week and the remaining amount of dog food. Lian's dog eats (1/20) of a bag each week, and there is (5/8) of a bag remaining.Calculate Weeks to Finish: Calculate the number of weeks it will take for the dog to finish the remaining food by dividing the remaining amount by the weekly consumption. Number of weeks = Remaining amount of food / Weekly consumption Number of weeks = (5/8) ÷ (1/20)Perform Division: Perform the division by multiplying the remaining amount by the reciprocal of the weekly consumption. Number of weeks = (5/8) * (20/1) Number of weeks = 5 * 20 / 8 Number of weeks = 100 / 8Simplify Calculation: Simplify the calculation to find the number of weeks. Number of weeks = 12.5

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Lian's dog eats
(1)/(20) of a bag of dog food each week. Lian currently has
(5)/(8) of a bag remaining.
How many weeks will it take Lian's dog to finish this remaining food?
weeks

Lian's dog eats $\frac{1}{20}$ of a bag of dog food each week. Lian currently has $\frac{5}{8}$ of a bag remaining. $\newline$ How many weeks will it take Lian's dog to finish this remaining food? $\newline$ weeks

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Math Problems

Algebra 2

Pythagorean Theorem and its converse

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Q. Lian's dog eats

\frac{1}{20}

of a bag of dog food each week. Lian currently has

\frac{5}{8}

of a bag remaining.

\newline

How many weeks will it take Lian's dog to finish this remaining food?

\newline

weeks

Identify Consumption and Remaining: Identify the amount of dog food consumed each week and the remaining amount of dog food. $\newline$ Lian's dog eats $(\frac{1}{20})$ of a bag each week, and there is $(\frac{5}{8})$ of a bag remaining.
Calculate Weeks to Finish: Calculate the number of weeks it will take for the dog to finish the remaining food by dividing the remaining amount by the weekly consumption. $\newline$ Number of weeks $=$ Remaining amount of food $/$ Weekly consumption $\newline$ Number of weeks $= (\frac{5}{8}) \div (\frac{1}{20})$
Perform Division: Perform the division by multiplying the remaining amount by the reciprocal of the weekly consumption. $\newline$ Number of weeks = $(\frac{5}{8}) * (\frac{20}{1})$ $\newline$ Number of weeks = $5 * 20 / 8$ $\newline$ Number of weeks = $\frac{100}{8}$
Simplify Calculation: Simplify the calculation to find the number of weeks. Number of weeks = $12.5$