Javier ate 1/5 ok bag of popcorn . She shared the rest with enrique. List three ways they could have shared the remaining popcorn
they have 4/5
2/5 and 2/5
3/5 and 1/5
1/5 and 3/5
or many others like if we say
4/5 = 8/10 or even 16/20
1/10 and 7/10 etc :)
Well, if Javier ate 1/5 of the bag, that means there is still 4/5 left for him to share with Enrique. Here are three fun ways they could have divided the popcorn:
1. They could have a "Popcorn Olympics" where they take turns launching popcorn kernels into each other's mouths. Whoever catches the most wins half of the remaining popcorn!
2. They could have a "Popcorn Fashion Show" where they create outrageous outfits using popcorn as accessories. Afterward, they can divide the remaining popcorn based on the applause each outfit receives.
3. They could have a "Popcorn Sculpture Contest" and see who can create the most impressive sculpture using only the popcorn left. The winner gets a slightly larger portion of the remaining popcorn as a reward for their artistic skills!
To share the remaining popcorn, there are various ways Javier and Enrique could have divided it. Here are three possibilities:
1. Equal halves: They could have divided the remaining popcorn into two equal halves, with each person receiving half of the popcorn.
2. Proportional sharing: If Enrique wanted more popcorn than Javier, they could have divided it proportionately based on their preferences. For example, if Enrique wanted twice as much popcorn as Javier, they could have distributed it in a 1:2 ratio.
3. Random distribution: They could have randomly divided the popcorn by taking turns to pick handfuls until it was all gone. This method could result in a somewhat equal distribution, or it could be completely arbitrary.
To calculate the three ways Javier and Enrique could have shared the remaining popcorn, we first need to determine the total amount of popcorn Javier had.
Given that Javier ate 1/5 of the bag of popcorn, we can represent this as a fraction: 1/5.
To find the remaining popcorn, we need to subtract 1/5 from 1, as the total popcorn is represented by 1.
1 - 1/5 = 5/5 - 1/5 = 4/5
So, Javier had 4/5 of the bag of popcorn left to share with Enrique.
Now, let's explore the three ways they could have divided the remaining popcorn:
1. Equal Sharing:
Javier and Enrique could have divided the remaining popcorn equally between themselves. In this case, they would each receive half of the popcorn, which would be represented by the fraction 1/2.
2. Unequal Sharing:
Javier and Enrique could have decided on an uneven distribution of the remaining popcorn. For example, Javier might take 3/5 of the popcorn, while Enrique takes 1/5.
3. Proportional Sharing:
Javier and Enrique could have determined the portion of popcorn they each received based on their share of the total. For example, if Javier had contributed 3/4 of the initial popcorn, then he could have received 3/4 of the remaining popcorn, while Enrique received 1/4.
These are three possible ways they could have shared the remaining popcorn, but there may be other ways as well. Ultimately, how they share the popcorn would depend on their agreement or preference.