Mr.sharma gave1/4 of his daughter,1/6 of his property to each of his three sons and the remaining to charity.If the charity received rs 2,50,000,what was the worth of the total property
To find the worth of the total property, we need to find the share given to each son first.
Given:
Mr. Sharma gave 1/4 of his daughter and 1/6 of his property to each of his three sons.
The remaining share goes to charity, which is worth Rs 2,50,000.
Let's assume the worth of Mr. Sharma's property as 'P'.
Share received by each son = (1/6)P
Total share given to the sons = 3 * (1/6)P = (1/2)P
Remaining share (given to charity) = P - (1/2)P = (1/2)P
It is given that the remaining share (given to charity) is worth Rs 2,50,000.
So, (1/2)P = Rs 2,50,000
To find the worth of the total property P, we need to solve for P in the above equation.
Multiplying both sides of the equation by 2:
P = Rs 2,50,000 * 2
P = Rs 5,00,000
Therefore, the worth of the total property is Rs 5,00,000.
Don't show that much of attitude
1/4 + 3/6 = 3/4
So, 1/4 x = 2,50,000
(whatever that means...)