A man and a woman share a prize of $1000 between them in the ratio 1:4. The woman shares her part between herself, her mom and daughter in the ratio 2:1:1. How much does her aughter recieve..........follow my insta acc

man: woman = 1 : 4

woman : mom; daughter = 2:1:1 = 4:2:2

man:woman:mom:daughter = 1 : 4 : 2 : 2 = x : 4x : 2x : 2x

x+4x+2x+2x = 1000
9x = 1000
x = 1000/9 or $111.11

check:
daughter gets 2x = 2000/9 = appr $222.22
mom gets 2x = 2000/9
woman gets 4x = 4000/9
man gets x = 1000/9

man: woman = 1000/9 : 4000/9 = 1000:4000 = 1 : 4 ✔
woman:mom:daughter = 4000/9:2000/9:2000/9 = 4:2:2 = 2:1:1 ✔
1000/9 + 4000/9 + 2000/9 + 2000/9 = 9000/9 = 1000 ✔

To find out how much the woman's daughter receives, we need to follow a step-by-step approach.

Step 1: Determine the total ratio of the man and the woman.

In this case, the ratio between the man and the woman is given as 1:4, which means the total ratio is 1+4 = 5.

Step 2: Calculate the woman's share of the prize money.

The total prize money is $1000. Since the ratio is 1:4, the woman's share can be calculated as (4/5) * $1000 = $800.

Step 3: Divide the woman's share among herself, her mom, and her daughter.

The ratio of sharing the woman's part is given as 2:1:1.

To calculate the daughter's share, we need to add up the parts of the ratio, which is 2+1+1 = 4.

Step 4: Calculate the daughter's share of the woman's part.

The daughter's share can be calculated as (1/4) * $800 = $200.

Therefore, the woman's daughter will receive $200 from her share of the prize money.

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