write a real world problem to represent the equation below: 12 divided by 3/10 = 40
each quest will eat 3/10 of a pie.
I can fit 12 pies in the ovens of the restaurant.
How many quests can I feed?
A real world problem that represents the equation 12 ÷ (3/10) = 40 could be:
"John has 12 kilograms of apples and wants to distribute them equally among his friends. Each of his friends can eat apples at a rate of 3/10 kilograms per day. How many days will it take for John's friends to finish all the apples?"
To solve this problem, we use the equation:
12 divided by (3/10) = 40
Step 1: Convert the division into multiplication by reciprocating the divisor:
12 × (10/3) = 40
Step 2: Simplify the expression by multiplying:
(12 × 10) ÷ 3 = 40
120 ÷ 3 = 40
Step 3: Calculate the final result:
40 = 40
So, John's friends will finish eating all the apples in 40 days.
Sure! One real-world problem that represents the equation 12 divided by 3/10 equals 40 can be the following:
Problem: Rachel is organizing a fundraising event for her school. She needs to distribute 12 boxes of cookies equally among the students. She bought boxes of cookies that are each 3/10 of a box. How many students can she distribute the cookies to if each student needs 40% of a box?
To solve this problem, we need to find how many students Rachel can distribute the cookies to.
First, let's convert 40% to a fraction. Since 40% can be written as 40/100, we can simplify it further by dividing both the numerator and denominator by 10, which gives us 4/10.
Now, we can calculate how many students Rachel can distribute the cookies to by dividing the total number of boxes (12) by 3/10 (the amount of cookies in each box) and considering that each student needs 4/10 of a box.
Using the division operation, we can rewrite the equation as 12 ÷ (3/10) = (12 * 10) ÷ 3 = 120 ÷ 3 = 40.
Therefore, Rachel can distribute the cookies to 40 students in total, with each student receiving 40% of a box, which is equivalent to 4/10 of a box.