The sum of two numbers is 41 and their difference is 5. What are the numbers?
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Let then 2 numbers be a and b.
a+b=41 --- (1)
a-b=5 --- (2)
Both (1) & (2) have +a, let's get rid of it by taking (1) minus (2).
a+b=41
-) a-b=5
2b=36
b= 18
then you can substitute b=18 into any equation (either (1) or (2)) to get a. a=23.
a+b=41 --- (1)
a-b=5 --- (2)
Both (1) & (2) have +a, let's get rid of it by taking (1) minus (2).
a+b=41
-) a-b=5
2b=36
b= 18
then you can substitute b=18 into any equation (either (1) or (2)) to get a. a=23.
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a+b=41
a-b=5
2a=46
a=23
b=18
a-b=5
2a=46
a=23
b=18