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A sum of 500 is in the form of denomination of 5 and 10. if the total number of notes is 90 find the number ofnotes of each denomination?
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A sum of 500 is in the form of denomination of 5 and 10. if the total ...
Given Information:
- Total sum = 500
- Denominations = 5 and 10
- Total number of notes = 90

Solution:

Let x be the number of notes of denomination 5 and y be the number of notes of denomination 10.

Equations:
1. 5x + 10y = 500 (total sum equation)
2. x + y = 90 (total number of notes equation)

Solving the Equations:
- From equation 2, we get x = 90 - y
- Substitute x in equation 1: 5(90 - y) + 10y = 500
- Solving this equation, we get y = 40
- Substituting y = 40 in x = 90 - y, we get x = 50

Number of Notes of Each Denomination:
- Number of notes of denomination 5 = x = 50
- Number of notes of denomination 10 = y = 40

Therefore, there are 50 notes of denomination 5 and 40 notes of denomination 10 in total to make 500 with 90 notes.
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A sum of 500 is in the form of denomination of 5 and 10. if the total number of notes is 90 find the number ofnotes of each denomination?
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