Question
The average salary of X, Y, and Z is Rs. 22000 and the
average salary of P and Q is Rs. 15000. If the savings of X is 60% of the average salary of all five persons, then find the salary of X which is Rs. 18400 more than his savings.Solution
ATQ,
Total salary of all the five persons = 22000 × 3 + 15000 × 2 = Rs. 96000
Average salary of each person = 96000 ÷ 5 = Rs. 19200
Savings of X = 60% of 19200 = Rs. 11520
So, required salary of X = 11520 + 18400 = Rs. 29920
An item priced at Rs. 1,500 has a markup of 36% on its cost price and is sold with two successive discounts: the first being 15% ...
What is the % increase in the total number of shoes sold by Seller 'C' over the four days compared to the total number sold by Se...
The income of person P is 20% higher than that of person Q. If Q spends 82% of his income, which amounts to ₹14,760, determine ...
If sin A + cos A = 1, what is the value of tan A?
2, 5, 16, 65, ?, 1957
In the question, two equations I and II are given. You have to solve both the equations to establish the correct relation between x and y and choose the...
In an election, 75% of the voters cast their votes. A candidate received 60% of the total votes cast and won by a majority of 300 votes. Find the total ...
Two individuals, P and Q, set off from points X and Y simultaneously, moving toward each other. P travels at a speed of 60 km/h, while Q moves at 40 km/...
If |x + 1| + |x − 2| ≥ 4, then x lies in:
A rectangular garden has a width of 18 meters and a perimeter of 96 meters. If the garden is to be fenced at a cost of Rs. 12 per...