Question

২৩০ টাকা ক খ গ এৱ মধ্যে এমন কৱে ভাগ কৱে দাও যাতে ক এৱ চেয়ে খ ১৫ টাকা বেশি পায় এবং গ ক এৱ চেয়ে ১০ টাকা কম পায় য়​

Answer 1

Given:

২৩০ টাকা ক খ গ এৱ মধ্যে এমন কৱে ভাগ কৱে দাও যাতে ক এৱ চেয়ে খ ১৫ টাকা বেশি পায় এবং গ ক এৱ চেয়ে ১০ টাকা কম পায় য়​

Divide Rs 230 among A, B, and C in such a way that B gets Rs 15 more than A and C gets Rs 10 less than A

To find:

The share of A, B and C

Solution:

Let "Rs. x" be the share of A.

B gets Rs. 15 more than A

i.e., Share of B = Rs. (x + 15)

C gets Rs. 10 less than A

i.e., Share of C = Rs. (x - 10)

As per the question, we get the equation as:

Share of A + Share of B + Share of C = 230

$\implies x + (x+15) + (x - 10) = 230$

$\implies 3x + 5 = 230$

$\implies 3x = 230 - 5$

$\implies 3x = 225$

$\implies x = 75$

∴ $x + 15 = 75 + 15 = 90$

and

∴ $x - 10 = 75 - 10 = 65$

Thus,

$\boxed{\bold{A's \:share \rightarrow \underline {Rs.\: 75}}}\\\\boxed{\bold{B's \:share \rightarrow \underline {Rs.\: 90}}}\\\\\boxed{\bold{C's \:share \rightarrow \underline {Rs.\: 65}}}$

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