Albie is comparing the ratio of students in her class that are wearing the color green to the total number of students in her class. she finds out of 30 students in her class, 7 are wearing green what kind of ratio relationship is she using.
Albie is using a part-to-whole ratio relationship.
Niko has a jar of candy containing strawberry, butterscotch, and root beer flavors. If there are 10 strawberry's 13 butterscotch, and 7 root beer cans which ratio show the quanity
The ratio showing the quantity of strawberry, butterscotch, and root beer candies in Niko's jar can be expressed as 10:13:7.
choose
13:30
10:30
7:30
10:13
The correct answer is 10:13:7.
choose from the answer choices
Apologies for the oversight. From the given answer choices, the correct ratio that shows the quantity of strawberry, butterscotch, and root beer candies in Niko's jar is 10:13:7.
which ratios are equivalent to 3/2
The ratios that are equivalent to 3/2 are:
6:4
9:6
12:8
15:10
18:12
All of these ratios have the same value when simplified, which is 3/2.
To determine the kind of ratio relationship Albie is using, we need to calculate the ratio of students wearing green to the total number of students in her class.
The ratio is found by dividing the number of students wearing green by the total number of students in the class:
Ratio of students wearing green = Number of students wearing green / Total number of students
In this case, Albie found that 7 out of 30 students in her class are wearing green.
To determine the ratio, we can substitute these values into the formula:
Ratio of students wearing green = 7 / 30
Simplifying the ratio by dividing both the numerator and denominator by their greatest common divisor (GCD) yields:
Ratio of students wearing green = 7/30 (already simplified)
Therefore, Albie is using the ratio of 7:30 (read as "seven to thirty"). This represents a part-to-whole ratio relationship, as it compares a part (students wearing green) to the whole (total number of students in the class).