Divide 28 into two parts in such a way that 6/5 of one part is equal to 2/3 of the other. find the two parts.
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Let the two parts of 28 be x and y.
∴ x + y = 28
⇒ x = 28 - y .........(1)
Also, according to the given condition,
⇒ 18(28 -y) = 10 y [By Cross Multiplying]
⇒ 504 - 18y = 10y
⇒ 18y = 504
⇒ y = 28
Now,
(1)⇒ x = 28 - y
⇒ x = 28 - 28
⇒ x = 0
So, the two parts are 28 and 0.
∴ x + y = 28
⇒ x = 28 - y .........(1)
Also, according to the given condition,
⇒ 18(28 -y) = 10 y [By Cross Multiplying]
⇒ 504 - 18y = 10y
⇒ 18y = 504
⇒ y = 28
Now,
(1)⇒ x = 28 - y
⇒ x = 28 - 28
⇒ x = 0
So, the two parts are 28 and 0.
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