A and b entered into a partnership with 12000 and 20000 b was sleeping partner at the end of the year tht received 12000and 10000 respectovely find the monthly salary of a
Answers
Answer:
Ahe monthly salary of A was of RS 4200.
Step-by-step explanation:
Since we know that A and B entered into a partnership with RS 12000 and RS 20000, B was sleeping partner at the end of the year they received RS 12000 and RS 10000 respectively, our aim is to find the monthly salary of A.
Then we need to know the ratio between the two salaries, which is equal to:
12000 : 20000 = 3 : 5.
Thus:
A : B = 10% of 9600 =960 then 9600-960=8640
A's share = 960+[3/8]8640
= 960 + 3240
= RS 4200
Hence, the monthly salary of A was of RS 4200.
Answer:
Rs 1846.15 monthly salary
Step-by-step explanation:
A and b entered into a partnership with 12000 and 20000 b was sleeping partner at the end of the year tht received 12000and 10000 respectovely find the monthly salary of a
A invested Rs 12000 for a Year
so A's Investment = 12000 * 12 = 144000 Rs
Let Say A's Salary was Rs A per month
then his salary would also act as investment
So A's Investment if form of Salary = 12A + 11A + ........ + 2A + A = Rs 78A
A's Total Investment = 144000 + 78A
B's Total Investment = 20000 * 12 = 240000 Rs
Total Investment = 384000 + 78A
Share received by A = 12000
Share received by B = 10000
Total Share = 22000
10000/22000 = 240000/(384000 + 78A)
=> 3840000 + 780A = 5280000
=> 780A = 1440000
=> A = 1846.15