Question

A man left half his property to his wife one third to his son and the remaining to his daughter if daughter share is Re15000 how much did the man leave? how much money did his wife get?find the share of his son

Answer 1

Answer:

Property = Rs 90,000.

Wife= Rs 45,000

Son = Rs 30,000

Step-by-step explanation:

Fraction of the property given to wife = 1/2 (Given)

Fraction of the property given to son = 1/3 (Given)

Find the fraction of the property given to daughter:

Fraction = 1 - 1/2 - 1/3 = 1/6

Find the property:

Fraction given to daughter = 1/6

Shares given to daughter = Rs 15,000

1/6 of the property = Rs 15,000

6/6 of the property =  15,000 x 6 = Rs 90,000

Find the amount each got:

Daughter = Rs 15,000 (Given)

Wife = 1/2 x 90,000 = Rs 45,000

Son = 1/3 x 90,000 = Rs 30,000

Answer: The property is Rs 90,000. Wife got Rs 45,000 and Son got Rs 30,000

Answer 2

$\underline{\textbf{Hey Mate Here is Your Answer}}$

$\underline{\textbf{Given That }}$

A Man Shares His Half Of His Property To his Wife One Third To his Son And The Remaining Part To His

Daughter , Also Given That Share Of Daughter Is ₹ 15,000 , Now We Need To Find How Much Did The Man

Leave And also we Need to Find Shares Of wife And His son.

So Now Let's Move For Solution ..

$\underline{\textbf{Solution...}}$

$\underline{According \;\:To \;\:Question }$

$\underline{\textbf{Part of Property }}$

$\mathbf{Wife \:Get's \:= \:1/2 }$

$\mathbf{Son\: Get's \: = 1/3 }$

Now According To Question

$\textbf{Daughter Get's The Remaining Property}$

$\mathbf{\therefore\: Daughter's \:Share \:= \:1\: -\: ( \:Son's\: Property\: + \:Wife's \:Property \:)\: }$

Now By Putting Values Of Wife's And Son's Property As 1/2 And 1/3 Respectively We Have..

$\mathbf{Daughter's \:Share \:= \: 1\: - \: (\: 1/2 \:+ \:1/3\: )}$

Now by Taking LCM And Solving The bracket We Have ➡️

$\mathbf{Daughter's \:Share \:= \: 1\: - \: (\: 5/6 \: )}$

That Is

$\boxed{\mathbf{Daughter's \:Share \:= \:1/6 \:}}$. -------- (1)

Now in Question It's Given that

$\boxed{\underline{\textbf{ Daughter's\: Share\: = \:15,000 Rs}}}$ --------- (2)

Now From 1 And 2 We Have ➡️

$\mathbf{1/6 \:Of\: Property \: = \: 15,000}$

That Is

$\mathbf{1/6 \:\times\:(Property) \: = \: 15,000}$

Now Taking 1/6 To RHS We Have ➡️

$\mathbf{ Property \: = \: 15,000 \:\times\: 6/1 }$

That Is

$\mathbf{Property \: = \: 90,000 Rs}$

$\underline{\textbf{Hence The Property That Man Left = 90,000Rs}}$

$\underline{Now\: Share\: Of \:\longrightarrow}$

$\mathbf{Wife's \: Share \: = \: 1/2 \:\times\: 90,000 \:Rs \:\longrightarrow \:45,000 \:Rs}$

$\mathbf{Wife's \: Share \: = \: 1/3 \:\times\: 90,000 \:Rs \:\longrightarrow \:30,000 \:Rs}$

$\underline{\textbf{Hence The Required Answer Is}}$

$\boxed{\mathbf{Property\: Man\:Left \: = 90,000\:Rs}}$

$\boxed{\mathbf{Wife's \: Share \: = 45,000\: Rs}}$

$\boxed{\mathbf{Son's \: Share \: = 30,000\:Rs}}$

$\underline{\large{\blue{Thanks...}}}$

$\mathbf{\star \; BrainlyKing5 \; \star}$