Solve Percentage Math Problems with Expert Homework Help | Aprao

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Discussion Overview

The discussion revolves around solving a percentage math problem involving three numbers, where two numbers are given as percentages greater than a third number. Participants are attempting to clarify the relationships between these numbers and how to express one as a percentage of the other.

Discussion Character

  • Homework-related

Main Points Raised

  • One participant, aprao, presents a math problem involving two numbers that are 15% and 25% more than a third number.
  • Another participant suggests defining the numbers as x, y, and z, with the equations x=0.15z and y=0.25z.
  • A different participant questions this definition, proposing instead that x=1.15z and y=1.25z, leading to a calculation of the percentage of x relative to y as 92%.
  • There is a challenge to the correctness of the initial definitions, with one participant asserting that saying x=0.15z implies x is significantly smaller than z.
  • Another participant acknowledges a misunderstanding regarding the contributions of others and apologizes for the confusion.

Areas of Agreement / Disagreement

Participants express disagreement regarding the initial definitions of x and y, with some asserting that the definitions provided are incorrect. The discussion remains unresolved as to which interpretation is correct.

Contextual Notes

There are limitations in the clarity of definitions and assumptions regarding the relationships between the numbers, which contribute to the confusion in the discussion.

aprao
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Hai Expert
I am confused to solve the maths problem as follows . Please help.
Question:
Two numbers are respectively 15% and 25% more than a third number. What percent is the first of the second ?


Thanks and Regards
aprao
 
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Hint:

Call the numbers x,y and z.

You're given that:
x=0.15z
y=0.25z
 
Hmm. Isn't it,
x=1.15z
y=1.25z :confused:

And then:
1.15z/1.25z=1.15/1.25=0.92=92%

?
 
Last edited:
danne89 said:
Hmm. Isn't it,
x=1.15z
y=1.25z :confused:

And then:
1.15z/1.25z=1.15/1.25=0.92=92%

?

This is correct. Galileo, please read the question carefully.
 
Pardon me curious! But where exactly was Galileo wrong?

-- AI
 
Assuming that z is the "third number" referenced in the first post, saying that x = 0,15z implies that x is 85% smaller than z...
 
OOPS!
I thought danne and galileo gave the same thing ?
My mistake ... should read before the dots carefully ...
Sincere apologies curious!

-- AI
 

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