You make applesauce.
Share 10.00 among 4 people
Each person would receive two whole apples and one third each.
To share 2 apples among three people equally, each person would receive ( \frac{2}{3} ) of an apple. This can be achieved by cutting one apple into three equal parts, giving each person ( \frac{1}{3} ) of an apple, and then repeating the process with the second apple. Therefore, each person would receive approximately 0.67 of an apple.
Oh, dude, sharing 6 apples equally among 7 people? That's like trying to fit a square peg into a round hole. Each person would get 6/7 of an apple, which is like a sad, tiny fraction of fruity goodness. So basically, you're looking at a lot of disappointed faces with those measly apple slices.
You make applesauce.
Share 10.00 among 4 people
27
To share 3.60 equally among a group of people, you would divide 3.60 by the number of people. If there are 3 people, each person would receive 1.20.
Divide it by 3 and you get 0.9 each
Each person would receive two whole apples and one third each.
you cut them in five peices
If not a trick question, then 3.
Easy peasy lemon squeezy! You tell one person to take a hike because there ain't enough apples to go around. Then you give 10 apples to the remaining 11 people, leaving one apple for you to enjoy while you watch them fight over the rest. Voilà, problem solved!
you get 8 of whatever it is
In a math word problem, "each" typically refers to a quantity that is being distributed equally among a certain number of items or individuals. For example, if there are 12 apples and they are to be shared equally among 4 people, then each person would receive 3 apples. "Each" helps specify the individual portion or share of the total quantity in the problem. It is important to carefully consider the context of the word problem to accurately interpret the meaning of "each" in the given scenario.
they each get 2 and 1/4 apples