Bissoy.com
Doctors Medicines MCQs Q&A

The income of P is 50% more than Q’s income and the income of Q is 50% more than R’s income. P’s income is how much percentage more than R’s income?

The income of P is 50% more than Q’s income and the income of Q is 50% more than R’s income. P’s income is how much percentage more than R’s income? Correct Answer 125

Let income of the R be 100

Income of the Q = 100 × 150/100 = 150

Income of the R = 150 × 150/100 = 225

So, Income of P is more than R’s income by = (225 - 100)/100 × 100 = 125%

Related Questions

The income of X is 60% more than Y’s income and the income of Y is 40% more than Z’s income. X’s income is how much percentage more than Z’s income?
The income of X is 60% more than Ys income and the income of Y is 40% more than Zs income. Xs income is how much percentage more than Zs income?
Income of A is 20 percent more than the income of B and income of B is 30 percent more than the income of C. The income of C is (approximately) how much percentage less than the income of A?
If income of Kamal is 40% more than the income of Raman and the income of Raman is 20% more than the income of Aman, then the income of Kamal is how much percent more than the income of Aman?
If income of A is 10% more than the income of B and the income of B is 20% more than the income of C, then the income of A is how much percent more than the income of C?
If income of R is 30% more than the income of Q and the income of Q is 20% more than the income of P, then the income of R is how much percent more than the income of P?
The income of C is 30% more than income of B and the income of B is 30% more than the income of A. The income of C is how much percent more than the income of A?
The income of A is 60% more than the income of B, and the income of C is 45% less than the income of A and B. By what percentage is C's income less than that of income of A?
If A’s income is 40% of B’s income and B’s income is 24% more than C’s income, then by what percentage is C’s income more than A’s income? (Your answer should be correct to one decimal place.)
The income of x is 80% more than of y, and the income of z is 60% of the total income of x and y. By how much percentage the income of z is less than the income of x  (correct to one decimal place)?