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I really don't get this please help.
Is |a-b| always equal to |b-a|? Use examples to illustrate your answer.
Is |a-b| always equal to |b-a|? Use examples to illustrate your answer.
Answers
Answered by
laura
yes! cuz its the absolute value of that equation, the numbers are just inverses of one another. so if A is 4 and B is 5 then
4-5 is -1, which would become 1
5-4 is 1, which remains 1
10-5 is 5
5-10 is -5, which becomes 5.
they always stay the same. without the absolute value this would not, however, be true
4-5 is -1, which would become 1
5-4 is 1, which remains 1
10-5 is 5
5-10 is -5, which becomes 5.
they always stay the same. without the absolute value this would not, however, be true
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