RATIO AND PROPORTION l School Project l New Normal l Online l Tyron

This table showing the total number of candies, the number of candies per color, fraction, reduced fraction, and the percent. I have here, blue, green, orange, red, and yellow. The number of candies per color, blue 6, green 3, orange 9, red 5, yellow 1. The total number of candies that I bought is 24 candies in all.

1. To get the ratio based on the table, I will write the number of candies per color to the total number of candies. The ratio of blue candies is 6:24, green 3:24, orange 9:24, red 5:24, and yellow 1:24

2. To reduce the fraction, first, find the GCF, or Greatest Common Factor. 6/24 are divisible by 6, 6÷6=1, 24÷6=4, the reduced form of 6/24 is ¼ or 1:4. 3 and 24 are divisible by 3, 3÷3=1, 24÷3=8, the reduced form of 3/24 is 1/8 or 1:8. 9 and 24 are divisible by 3, 9÷3=3, 24÷3=8, the reduced form of 9/24 is 3/8 or 3:8. 5 and 24 has no number that can be multiplied by equal to 5 and equal to 24, so the reduced form of 5/24 is still the same. The reduced form of 1/24 is also the same.

3. In converting fraction to percent, cross multiply, finding the “N”, for me this the easy way. ¼ = n/100, now we can use cross multiplication to find the missing value. 1x100=100, 4xn or 4n. Next dividing both sides of the equation by 4, we have 25 is equal to n, so ¼ is equal to 25%. 1/8 green candies is equivalent to 12.5%, 3/8 orange candies is equivalent to 37.5%, 5/24 red candies is equivalent 20.8%, 1/24 yellow candy is equivalent to 4.2%. A total of 100%

4. Question number 1, what is the ratio of yellow candies to the total number of candies? The ratio of yellow candies to the total number of candies is 1:24. Question number 2, what is the ratio of orange candies to the total number of candies? The ratio of orange candies to the total number of candies is 9:24.

5. Question number 3, what percentage of candies are red? The percentage of red candies is 20.8%. Question number 4, what percentage of candies are not yellow? Subtract total number of candies to the total number of yellow candies, 24-1=23, I need to cross multiply to find the missing value, 23/24 = n/100, 23x100=2,300, 24xn or 24n. Next, dividing both sides of the equation by 24, and we have 95.8 is equals to n. So, 23/24 is equal to 95.8%.

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