X and Y are partners sharing profits in the ratio of 2:1. Z is admitted with 5/11th share which he takes 3/11th from X and 2/11th from Y. Calculate the new profit sharing ratio of the partners.
Answers
Answered by
6
Explanation:
Solution :
★ Old Ratio :
X : Y = 2 : 1
- X's share = 2/3
- Y's share = 1/3
Z is admitted with 5/11th share which he takes 3/11th from X and 2/11th from Y.
- Z's share = 5/11
Share taken by Z from X = 3/11 th
Share taken by Z from Y = 2/11 th
★ New profit sharing ratio :
• X's new share =
⇒ 2/3 - 3/11 = (22 - 9)/33
⇒ 13/33
• Y's new share =
⇒ 1/3 - 2/11 = (11 - 6)/33
⇒ 5/33
• Z's share =
⇒ 5/11 × 3/3 = 15/33
New profit sharing ratio :
- X : Y : Z
- 13/33 : 5/33 : 15/33
⇒ 13 : 5 : 15
Therefore, the new profit sharing ratio of the partners is 13 : 5 : 15
Answered by
0
Answer:
new ratio is :-------- 13:5:15
Explanation:
- sacrifice of X and y is given 3/11 and 2/11 giving share to z
- x new share 3/11-2/3 (2:1) => 9-22/33 = 13/33
- y new share= 2/11-1/3=>6-11/ 33= 5/33
z new share = 5/11×3/3{bcoz we want denominator same as x and y}=>15/33 =15/33
new ratio of x,y,z:-----
[13:5:15]
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