Anuj's salary is twice the salary of Manoj. Ramnathan's salary is half the salary of Vikram. Manoj's salary is

Question

Anuj's salary is twice the salary of Manoj. Ramnathan's salary is half the salary of Vikram. Manoj's salary is Rs. 15,000 less than the salary of Ramnathan. If the salary of Anuj is Rs. 20,000, what is the total salary of all the four persons?

Accepted Answer

Let's find the salary of each person step by step:Anuj's salary is given as

Rs. 20, 000

.Anuj's salary is twice Manoj's salary:

Manoj’s salary = \frac{20 , 000}{2} = Rs. 10, 000

Manoj's salary is Rs. 15,000 less than Ramnathan's salary:

Ramnathan’s salary = 10, 000 + 15, 000 = Rs. 25, 000

Ramnathan's salary is half the salary of Vikram:

Vikram’s salary = 25, 000 \times 2 = Rs. 50, 000

Now, let's find the total salary of all four persons:

Total Salary = Anuj + Manoj + Ramnathan + Vikram

Total Salary = 20, 000 + 10, 000 + 25, 000 + 50, 000 = Rs. 1, 05, 000

Anuj's salary is twice the salary of Manoj. Ramnathan's salary is half the salary of Vikram. Manoj's salary is Rs. 15,000 less than the salary of Ramnathan. If the salary of Anuj is Rs. 20,000, what is the total salary of all the four persons?

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