Math, asked by asmarahman5297, 1 year ago

Sa;aries of a and b are in the ratio 2:3 if salary of a is increased by 4000 and salary of b is increased by 1500 then the new ratio becomes 4:3 find b new salary

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Answered by Anonymous
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\underline{\mathfrak{\huge{The\:Question\:asked:}}}

Salaries of A and B are in the ratio 2 : 3. If salary of A is increased by 4000 and salary of B is increased by 1500, then the new ratio ratio becomes 4 : 3. Find the new salary of B.

\underline{\mathfrak{\huge{Here's \:Your\:answer:}}}

A : B
2 : 3

Let the salary of A = 2x

Let the salary of B = 3x

According to the increment in the salaries, given in the question :

\tt{\frac{2x + 4000}{3x + 1500} = \frac{4}{3}}\\

Solve this formed equation further

\tt{3 ( 2x + 4000 ) = 4 ( 3x + 1500 )}

Some more steps to go

\tt{6x + 12000 = 12x + 6000}

Last one more step

\tt{12000 - 6000 = 12x - 6x}

Perform the operations on the numbers and get your answer

\tt{x = Rs.\:1000}

Current salary of B = 3x + 1500

=》 \mathfrak{Rs.\:4500}

There's your answer !
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