If r + 5 = m and r + 6= n, What is the value of n - m ?
Question
If r + 5 = m and r + 6= n, What is the value of n - m ?
Solution
The value of n - m can be found by substituting the given equations.
Given: r + 5 = m r + 6 = n
Subtract the first equation from the second to get:
n - m = (r + 6) - (r + 5)
This simplifies to:
n - m = r + 6 - r - 5
The r terms cancel out, leaving:
n - m = 6 - 5
So, n - m = 1.
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