I Prove that the maximum relative error in the product of 2 quantities

1.	I Prove that the maximum relative error in the product of 2 quantities is equal to the sum of relative errors in the individual quantities
Answer» ANSWER: For X = a/b , Δx/x = ± ( Δa/a + Δb/b)

I Prove that the maximum relative error in the product of 2 quantities is equal to the sum of relative errors in the individual quantities

Answer»

ANSWER:

For X = a/b , Δx/x = ± ( Δa/a + Δb/b)

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I Prove that the maximum relative error in the product of 2 quantities is equal to the sum of relative errors in the individual quantities​

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I Prove that the maximum relative error in the product of 2 quantities is equal to the sum of relative errors in the individual quantities