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The middle number of 3 consecutive whole numbers is 2a. prove that the sum of these three numbers cannot be 250.
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The middle number of 3 consecutive whole numbers is 2a. prove that the sum of these three numbers cannot be 250.
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Feb 13, 2019
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The middle number of 3 consecutive whole numbers is 2a.
prove that the sum of these three numbers cannot be 250.
Mathematics
college
Cactus Philosopher
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first number --- (2a-1)
middle number ---- (2a)
third number -----(2a+1)
2a-1+2a+2a+1=250
6a=250
a=250/6= 125/3
2a=2*(125/3)= 250/3 ---- is not a whole number that is contradicts to what is given, so sum cannot be 250
so
Jacquard
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Feb 19, 2019
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Jacquard
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