Question

ajith and Raghav salery ratio is 2:5 ajith salery 6000 lower then Raghav what is the ajith salery​

Answer 1

Answer :

• Salary of Ajith = Rs.4000
• Salary of Raghav = Rs.10000

Given :

• Ajith's and Raghav's salary are in the ratio 2 : 5. Ajith's salary is Rs.6000 lower than Raghav.

To Find :

• Ajith's salary.

Solution :

Put x in the ratio

Now,

• Salary of Ajith = 2x
• Salary of Raghav = 5x

It is given that

• Ajith's salary is Rs.6000 less than Raghav.

According to question :

→ 5x - 2x = 6000

→ 3x = 6000

→ x = 6000/3

→ x = 2000

Put the value of x in the ratio

• Ajith's salary = 2x = 2 × 2000 => Rs.4000
• Raghav's salary = 5x = 5 × 2000 => Rs.10000

Hence, the salary of Ajith and Raghav are Rs.4000 and Rs.10000 respectively.

Answer 2

$\large{\underline{\underline{\sf{ \maltese \: {Given:-}}}}}$

• Ajith's salary:Raghav's salary = 2:5
• Ajith's salary is 6000 lower than Raghav's

$\large{\underline{\underline{\sf{ \maltese \: {To \: find:-}}}}}$

• Salary of Ajith = ?

$\large{\underline{\underline{\sf{ \maltese \: {Solution:-}}}}}$

Let Ajith's age be 2x and Raghav's age be 5x

By the problem,

$\qquad \quad {:} \longrightarrow \sf{5x - 6000 = 2x}$

$\qquad \quad {:} \longrightarrow \sf{5x - 2x = 6000}$

$\qquad \quad {:} \longrightarrow \sf{3x= 6000}$

$\qquad \quad {:} \longrightarrow \sf{x= \cancel \dfrac{6000}{3} }$

$\qquad \quad {:} \longrightarrow \underline{\boxed{\sf{x= 2000 }}}$

$\large \quad \therefore \: \sf{Ajith's \: salary= 2x =2 \times 2000 \: = ₹4000}$

$\large{\underline{\underline{\sf{ \maltese \: {Answer:-}}}}}$

• Ajith's salary is ₹4000