Mrs.Henderson makes punch by mixing 10.9 liters of apple juice,0.6 liters of orange juice,and 8 liters of ginger ale.she pours equally into 6 bowls.How much punch is in each bowl?
3.25 liters.
Given:
Question:
How much punch is in each bowl?
Express your answer in liters.
The Process:
The two steps for obtaining the amount of punch in each bowl are as follows:
Step-1: the total amount of punch after mixing is the sum of apple juice, orange juice, and ginger ale in liters.
\(\boxed{ \ 10.9 \ liters + 0.6 \ liters + 8 \ liters = 19.5 \ liters \ }\)
Step-2: the total amount of punch divided by the number of the bowl is the amount of punch in each bowl.
\(\boxed{ \ 19.5 \ liters \div 6 \ bowls = \boxed{ \ 3.25 \ liters/bowl \ } \ }\)
Let's also consider the following quick steps.
Quick steps:
\(\boxed{ \ \frac{(10.9 + 0.6 + 8) \ liters}{6 \ bowls} = \frac{19.5 \ liters}{6 \ bowls} = \boxed{ \ 3.25 \ liters/bowl \ } \ }\)
Therefore, the amount of punch in each bowl is 3.25 liters.
Keywords: Mrs.Henderson, makes punch by mixin, 10.9 liters of apple juice, 0.6 liters of orange juice, 8 liters of ginger ale, 6 bowls, how much punch is in each bowl? express your answer in liters, the amount, sum, divide
The amount of punch in each bowl is \(\boxed{\bf 3.25\text{\bf\ liters}}\)
Further explanation:
Mrs. Henderson makes punch by mixing \(10.9\) liters of apple juice, \(0.6\) liters of orange juice and \(8\) liters of ginger ale.
She pours equally into \(6\) bowls.
There is total \(10.9\) liters of apple juice, \(0.6\) liters of orange juice and \(8\) liters of ginger ale for making a punch.
Therefore, the total quantity \(n\) of juice in a punch can be calculated as adding all the juices and ale together as follows:
\(\begin{aligned}n&=10.9+0.6+8\\&=19.5\end{aligned}\)
Thus, there is \(19.5\text{ liters}\) of punch available after mixing the juices and ale.
Now, she pours \(19.5\text{ liters}\) equally into \(6\) bowls.
Therefore, each bowl has \(r\) quantity can be calculated by dividing \(6\) to \(19.5\) as follows:
\(\begin{aligned}r&=\dfrac{19.5}{6}\\&=3.25\end{aligned}\)
Thus, each bowl has \(\boxed{\bf 3.25\text{\bf\ liters}}\) punch.
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Answer details:
Grade: Junior school
Subject: Mathematics
Chapter: Multiplication and division
Keywords: Mrs. Henderson, punch, liters, apple juice, orange juice, ginger ale, addition, multiplication, division, subtraction, real numbers, decimal numbers, decimal point, whole numbers, natural numbers.
