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If l/(a^1/2-b^1/2) + m/(b^1/2-c^1/2)+n/(c^1/2-a^1/2) = 0 l/(a^1/2+b^1/2) + m/(b^1/2+c^1/2) + n/(c^1/2+a^1/2 = 0 then show that l/(a-b)(c-(ab)^1/2) = m/(b-c)(a-(bc)^1/2) = n/(c-a)(b-(ac)^1/2). Write these in normal form and then solve for better understang
If l/(a^1/2-b^1/2) + m/(b^1/2-c^1/2)+n/(c^1/2-a^1/2) = 0l/(a^1/2+b^1/2) + m/(b^1/2+c^1/2) + n/(c^1/2+a^1/2 = 0then show that l/(a-b)(c-(ab)^1/2) = m/(b-c)(a-(bc)^1/2) = n/(c-a)(b-(ac)^1/2).Write these in normal form and then solve for better understang

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2 years ago

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