The ratio shows how many timesone value is contained in another value.
The ratio of the soda to fruitjuice in the punch is 3 to 2.
The ratio shows how many timesone value is contained in another value.
Example:
There are 3 apples and 2 oranges in a basket.
The ratio of apples to oranges is 3:2 or 3/2.
We have,
A punch recipe calls for 2/3 of a pint of fruit juice for each pint of soda
The ratio of the soda to fruitjuice in the punch.
= 1/(2/3)
This can be written as,
= 3/2
= 3:2
Thus,
The ratio of the soda to fruitjuice in the punch is 3 to 2.
Learn more about ratios here:
#SPJ5
I use the metric system, so I am going to explain with transitions as well.
I know 12 (f)ounces is equal to 355ml.
250 ml makes up a cup of liquid.
250 ml is 8.45 ounces.
So if 8.45 ounces is a cup of liquid, and an extra 3.55 ounces is about 3/7 or rounded to 2/5.
Y-intercept [ _ ]
[1/2] [-4] [-1/2] [4] [8]
?
Answer:
The percentage of the students that buy tickets are 33.02%
Step-by-step explanation:
The percentage of students that buy tickets is calculated as:
Where X is the number of students who buy the tickets and Y is the number of students that are enrolled in the school. Replacing X by 604 and Y by 1829, we get:
Percentage=33.02%
Then, the percentage of the students that buy tickets is 33.02%