Prove that a|b iff ac|bc where c is not equal to 0
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when 1/bc , 1/ca ,1/ab are in AP...
1/ca - 1/bc = 1/ab - 1/ca...
bc -ca/abc2 = ca - ab / a2 bc...
c(b-a)/ c = a(c-b)/ a...
then it becomes...
b-a = c-b...
i.e 2b = a+c...
therefore a, b,c are in AP...
Step-by-step explanation:...
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