Question

Mother divided money among Ram,Shyam and Meena in the ratio of 2:3:5 . If Meena got Rs150 find the total amount and money recieved by Ram and Shyamu !!Spam not allowed(ಠ_ಠ)━☆ﾟ.*･｡ﾟ❍ Only Quality...​

Answer 1

Step-by-step explanation:

Hello! Here is the detail explanation..

Given ratio=2:3:5

sum of ratio:-10

Let the original sum of money be:- a

so amount of money which means gets:-

(5÷10)*a=150

(1÷2)*a=150

so a=150*2=300rs/-

so the original sum of money is 300

So money received by RAM is:-(2÷10)*300=60/-

and money received by shyam is:-(3/10)*300=90/-

So the total sum is 300rs/- and the money received by ram and shyam are 60rs/- and 90rs/- respectively..

Hope this helps!!

Answer 2

${\pmb{\sf{\bigstar \:{\underline{Understanding \: the \: question...}}}}}$

⋆ This question says that we have to find the total amount and money recieved by Ram and Shyam, there mother divided money among Ram, Shyam and Meena in the ratio of 2:3:5. Meena got Rupees 150. Let us solve this question!

${\pmb{\sf{\bigstar \:{\underline{Given \: that...}}}}}$

⋆ There are three children named Ram, Shyam and Meena. Their mother is dividing money among them.

⋆ Mother divide money in the ratio of 2:3:5 among Ram, Shyam and Meena respectively.

⋆ Meena got Rupees 150.

${\pmb{\sf{\bigstar \:{\underline{To \: find...}}}}}$

⋆ The total amount and money recieved by Ram.

⋆ The total amount and money recieved by Shyam.

${\pmb{\sf{\bigstar \:{\underline{Solution...}}}}}$

⋆ The total amount and money recieved by Ram = 60 Rupees

⋆ The total amount and money recieved by Shyam = 90 Rupees

${\pmb{\sf{\bigstar \:{\underline{Assumptions...}}}}}$

★ As mother divide money in the ratio of 2:3:5 among Ram, Shyam and Meena respectively. Henceforth,

⋆ Let x be common ratio.

⋆ Let 2x Rupees Ram have.

⋆ Let 3x Rupees Shyam have.

⋆ Let 5x Rupees Meena have.

${\pmb{\sf{\bigstar \:{\underline{Full \; Solution...}}}}}$

~ As it's given that Meena get 150 Rupees and according to the ratio and the assumption it be 5x. Now satisfying the condition we get:

$:\implies \sf 5x \: = 150 \\ \\ :\implies \sf x \: = \dfrac{150}{5} \\ \\ :\implies \sf x \: = \cancel{\dfrac{150}{5}} \\ \\ :\implies \sf x \: = 30 \\ \\ :\implies \sf Therefore, \: common \: ratio \: is \: 30$

~ Now we just have to put the value of x as 30 in the assumptions related to Ram and Shyam. Let's do it!

Finding age of Ram:

$:\implies \sf As \: x \: is \: 30 \\ \\ :\implies \sf And \: assumption \: we \: take \: is \: 2x \\ \\ :\implies \sf Now \: 2(30) \\ \\ :\implies \sf 60 \: Rupees \: Ram \: got$

Finding age of Shyam:

$:\implies \sf As \: x \: is \: 30 \\ \\ :\implies \sf And \: assumption \: we \: take \: is \: 3x \\ \\ :\implies \sf Now \: 3(30) \\ \\ :\implies \sf 90 \: Rupees \: Shyam \: got$