What is the BALANCE POINT for this set of data? Type the NUMBER ONLY. :)
1 answer:
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So, this is a proportion problem. If we express 75% as a fraction (3/4ths), we have:
Since he won all of his games, we add the number won (x), to the number previously won and divide it by the total games played which is just the previous games played plus the number of current games played, so since he lost no games we still add x to the denominator as well. Solving this gives us:
That x value is 20.
Answer: There are 90 snack boxes.
Step-by-step explanation:
Given : The number of kinds of fruits = 5
The number of kinds of herbal teas = 3
The number of kinds of flavors of wrap sandwich = 6
Then by using the fundamental principal of counting, the number of possible snack are there will be :_
Therefore, the number of possible snacks = 90
Answer:
See the image attachment. It shows the three inequalities
the inequalities are all stacked on each other with a large curly brace written off to the left
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Explanation:
Let,
m = number of miles Tracy runs
s = number of scrimmage games Tracy plays
m and s are integers
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Each mile takes 6 minutes, so running m miles takes up a total of 6m minutes.
Each scrimmage game takes 30 minutes, so in total she uses up 30s minutes of time if the number of games she plays is 's'.
In total, Tracy uses up 6m+30s minutes running and playing scrimmage games. The max time allotted for her is 2 hours or 120 minutes. Therefore, is one inequality that makes up the system of inequalities.
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We know that 'm' is positive, and we also know that m cannot get larger than 5, so we can write . This says "m is between 0 and 5 including both endpoints".
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For similar reasons in the last section above, we also know that 's' is positive as well; however we have no upper bound restrictions on 's'. So we simply say
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Overall, the system of inequalities has these three inequalities:
they are all stacked on each other and written with a large curly brace to the left hand side of this stack. The large curly brace is just a way of keeping things together in a group or collection so to speak. A paired right curly brace is not included.
A visual reference of the answer is attached as an image below, just so you can see what I mean by the large curly brace.
