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Let the total Amount i.e Sum of money be x,
Now, According to the question,
A gets, 2/3*x,
B gets, 1/5 * x,
C gets, 8000₹,
We know that, Total Sum of Money = Money A has + Money B has + Money C has,
Because total sum remains constant,
Now, By this we can write that,
x = 2/3*x + 1/5*x + 8000₹, Simplifying the equation, We get,
=> x - 8000 = (10x + 3x)/15
=> 15x - 120000 = 13x,
=> 2x = 120000,
=> x = 60,000 ₹,
At first we considered that x is total amount, Now value of x is 60K ₹, So therefore the total amount which was distributed is 60,000₹,
Now , A got, 2/3x = 40,000₹,
And B got, 1/5x = 12,000 ₹,
And C got 8000₹,
Now, The difference between Money A got with money C got is,
40,000₹ - 8,000₹,
=> 32,000 ₹,
Therefore the total amount or Sum of money is 60,000 ₹, And A got 40,000 ₹, and B got 12,000 ₹, And the difference between A and C 's money is 32,000₹,
Hope you understand, Have a great day !
Thanking you, Bunti 360 !
Now, According to the question,
A gets, 2/3*x,
B gets, 1/5 * x,
C gets, 8000₹,
We know that, Total Sum of Money = Money A has + Money B has + Money C has,
Because total sum remains constant,
Now, By this we can write that,
x = 2/3*x + 1/5*x + 8000₹, Simplifying the equation, We get,
=> x - 8000 = (10x + 3x)/15
=> 15x - 120000 = 13x,
=> 2x = 120000,
=> x = 60,000 ₹,
At first we considered that x is total amount, Now value of x is 60K ₹, So therefore the total amount which was distributed is 60,000₹,
Now , A got, 2/3x = 40,000₹,
And B got, 1/5x = 12,000 ₹,
And C got 8000₹,
Now, The difference between Money A got with money C got is,
40,000₹ - 8,000₹,
=> 32,000 ₹,
Therefore the total amount or Sum of money is 60,000 ₹, And A got 40,000 ₹, and B got 12,000 ₹, And the difference between A and C 's money is 32,000₹,
Hope you understand, Have a great day !
Thanking you, Bunti 360 !
Bunti360:
Thank you for choosing my answer as thr Brainliest answer !
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