Asked by Anonymous
Alan had thrice as many stickers as Yvonne. After Alan and Yvonne had given 40% and 20% of their stickers to Wendy respectively, the number of stickers that Wendy had increased by 1/4. Wendy had 1680 stickers in the end. How many stickers did Yvonne have in the end?
Answers
Answered by
oobleck
a = 3y
2/5 a + 1/5 y = 1/4 w
5/4 w = 1680
solve all that, and then 4/5 y = 192
2/5 a + 1/5 y = 1/4 w
5/4 w = 1680
solve all that, and then 4/5 y = 192
Answered by
mathhelper
number of stickers of Yvonne --- x
number of stickers for Alan ---- 3x
number of stickers Wendy had at start --- y
Wendy gets:
.4(3x) + .2x = 1.4x
so now she has y + 1.4x
y +1.4x = (5/4)y
1.4x = (1/4)y
7x/5 = y/4
y = 28x/5
also : y + 1.4x = 1680
28x/5 + 1.4x = 1680
7x = 1680
x = 240
y = 28/5(240) = 1344
state your conclusion by subbing in my definitions
number of stickers for Alan ---- 3x
number of stickers Wendy had at start --- y
Wendy gets:
.4(3x) + .2x = 1.4x
so now she has y + 1.4x
y +1.4x = (5/4)y
1.4x = (1/4)y
7x/5 = y/4
y = 28x/5
also : y + 1.4x = 1680
28x/5 + 1.4x = 1680
7x = 1680
x = 240
y = 28/5(240) = 1344
state your conclusion by subbing in my definitions
There are no AI answers yet. The ability to request AI answers is coming soon!
Submit Your Answer
We prioritize human answers over AI answers.
If you are human, and you can answer this question, please submit your answer.