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?
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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
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Answer:
Income of p 125% more then the income of r
Step-by-step explanation:
Let
Income of r is 100
Then
According to condition in the question
income of q = 50% more then income of r
= 100 + 50% of 100 = 100 + 50 = 150
So
income of q = 150
According to condition in the question
income of p = 50% more then q's income
= 150 + 50% of 150
= 150 + 50(150/100)
= 150 + 75
= 150 + 75
= 225
Now
Income of p = 225
The difference in incomes of p and r = 225 - 100 = 125
And
125 is 125% of 100
Thus
Income of p 125% more then the income of r
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