Write a story problem that can be solved using the equation 3/4 x 36 = n
I know the answer but I don't know how to write a story problem to go with it... I saw a question similar to this but it had two fractions and confused me...
Sara made 36 brownies. She and her friends ate 3/4 of them. How many brownies did they eat?
:PPPPPPPPPP x-x
Sure! Here's a story problem that can be solved using the equation 3/4 x 36 = n:
Samantha is hosting a bake sale to raise money for charity. She has 36 cookies to sell. She decides to package them in small boxes, with each box containing an equal number of cookies. Samantha realizes that she can fit 3/4 of a box worth of cookies into each bag she has.
To figure out how many bags she will need, Samantha wants to solve the equation: 3/4 x 36 = n.
Can you determine the number of bags (n) Samantha will need to package all the cookies for the bake sale?
Sure! Here's a story problem that can be solved using the equation 3/4 x 36 = n:
Story Problem:
Sophia has a recipe that calls for 3/4 cup of flour to make a delicious cake. She wants to make multiple cakes for a special event. If she has 36 cups of flour, how many cakes can she make using the same amount of flour for each cake?
Solution Explanation:
To solve this problem, we can use the equation 3/4 x 36 = n, where n represents the number of cakes.
To understand this, let's break it down step by step:
Step 1: Identify the unknown variable: In this case, the unknown variable is the number of cakes she can make, represented by n.
Step 2: Define the equation: As stated in the problem, we need to multiply 3/4 (the fraction of flour needed for one cake) by 36 (the total cups of flour Sophia has).
Step 3: Perform the calculation: To calculate this, multiply 3/4 by 36.
3/4 x 36 = (3 x 36) / 4 = 108 / 4 = 27
Step 4: Interpret the result: The result of 27 means that Sophia can make 27 cakes using the amount of flour she has.
So, the number of cakes Sophia can make with 36 cups of flour, where each cake requires 3/4 cup of flour, is 27.