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Two numbers are respectively 30% and 80% more than a third number. Find the ratio of these numbers.
- a)13 : 14
- b)15 : 18
- c)13 : 18
- d)15 : 14
Correct answer is option 'C'. Can you explain this answer?
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Two numbers are respectively 30% and 80% more than a third number. Fin...
Let the third number be X.
Let the first number be A, and the other number be B. We have,
Let the first number be A, and the other number be B. We have,
Most Upvoted Answer
Two numbers are respectively 30% and 80% more than a third number. Fin...
Given:
Let the third number be x.
The first number is 30% more than the third number, so it is x + 30% of x = x + 0.30x = 1.30x.
The second number is 80% more than the third number, so it is x + 80% of x = x + 0.80x = 1.80x.
To find the ratio of these numbers, we need to divide the second number by the first number:
Ratio = (1.80x) / (1.30x)
Simplifying the expression, we get:
Ratio = 1.80 / 1.30
Ratio = 18 / 13
Therefore, the ratio of the numbers is 18 : 13.
Hence, the correct answer is option C) 18 : 13.
Let the third number be x.
The first number is 30% more than the third number, so it is x + 30% of x = x + 0.30x = 1.30x.
The second number is 80% more than the third number, so it is x + 80% of x = x + 0.80x = 1.80x.
To find the ratio of these numbers, we need to divide the second number by the first number:
Ratio = (1.80x) / (1.30x)
Simplifying the expression, we get:
Ratio = 1.80 / 1.30
Ratio = 18 / 13
Therefore, the ratio of the numbers is 18 : 13.
Hence, the correct answer is option C) 18 : 13.
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Two numbers are respectively 30% and 80% more than a third number. Find the ratio of these numbers.a)13 : 14b)15 : 18c)13 : 18d)15 : 14Correct answer is option 'C'. Can you explain this answer?
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