Minimizing 1/a+1/b+1/c when a+b+c=30

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If GCD(a, b, c)=1 and (1/a+1/b = 1/c) then (a+b) is perfect square If GCD(a, b, c)=1 and (1/a+1/b = 1/c) then (a+b) is perfect square
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43/30=a+1/(b+1/(c+1/d) a+b+c+d=? a,b,c,d natural numbers. How to solve this quickly and logically? 43/30=a+1/(b+1/(c+1/d) a+b+c+d=? a,b,c,d natural numbers. How to solve this quickly and logically?
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If a/1-a + b/1-b + c/1-c = 1 , then the value of 1/1-a + 1/1-b + 1/1-c is ?!! Can you solve this? If a/1-a + b/1-b + c/1-c = 1 , then the value of 1/1-a + 1/1-b + 1/1-c is ?!! Can you solve this?