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two numbers are in ratio 5:3 if they differ by 18 what are the numbers ? solve with answer
Verified Answer
two numbers are in ratio 5:3 if they differ by 18 what are the numbers...
let one number  = 5x
other number     -=3x

5x - 3x =18

2x = 18

x = 18/2

x = 9
one number = 5*9 = 45
other number = 3*9 = 27
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Most Upvoted Answer
two numbers are in ratio 5:3 if they differ by 18 what are the numbers...
5x=3x+18
5x-3x=18
2x=18
x=18/2
x=9

5x=5*9=45
3x=3*9=27
Community Answer
two numbers are in ratio 5:3 if they differ by 18 what are the numbers...




Given information:
- The numbers are in the ratio 5:3
- The numbers differ by 18

Let the numbers be:
- 5x and 3x (as they are in the ratio 5:3)

Equation:
- 5x - 3x = 18
- 2x = 18
- x = 9

Calculations:
- The numbers are 5x and 3x
- Therefore, the numbers are 5(9) and 3(9)
- The numbers are 45 and 27

Therefore, the numbers are 45 and 27.


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two numbers are in ratio 5:3 if they differ by 18 what are the numbers ? solve with answer
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