Miss Taylor is crocheting a blanket for her daughter she made 38 of the blanket green 1/4 of the blanket blue and the rest of the blanket was yellow which fraction represents the yellow part of the blanket
To find the fraction that represents the yellow part of the blanket, we need to subtract the sum of the green and blue parts from the whole.
Miss Taylor made 38 of the blanket green, so the fraction of the blanket that is green is 38/38 = 1 (the whole blanket).
She made 1/4 of the blanket blue, so the fraction of the blanket that is blue is 1/4.
To find the fraction of the blanket that is yellow, we subtract the sum of the green and blue parts (1 + 1/4):
1 - 1/4 = 4/4 - 1/4 = 3/4.
Therefore, the fraction that represents the yellow part of the blanket is 3/4.
To find the fraction that represents the yellow part of the blanket, we need to subtract the green and blue parts from the total.
The green part is 38 out of the total number of parts, which we can write as 38/38 (since all of the parts are green).
The blue part is 1/4 of the total number of parts.
To find the yellow part, we subtract the green and blue parts from the total:
Total parts = Green + Blue + Yellow
38/38 + 1/4 + Yellow = Total
Since the yellow part is the remaining part of the blanket, we can represent it as:
Yellow = Total - Green - Blue
Yellow = 1 - (38/38) - (1/4)
Simplifying:
Yellow = 1 - 1 - 1/4
Yellow = 0 - 1/4
Therefore, the fraction that represents the yellow part of the blanket is 0/1 or simply 0.