Question: 1. * Consider the set M = C[a, b] = {f; f : [a, b] -> R, continuous and define d( f, g ) =
![1. * Consider the set M = C[a, b] = {f;](https://s3.amazonaws.com/si.experts.images/answers/2024/06/66692fcc6b3ef_54866692fcc56360.jpg)
![f : [a, b] -> R, continuous and define d( f, g](https://s3.amazonaws.com/si.experts.images/answers/2024/06/66692fccb1e40_54866692fcc9f672.jpg)
1. * Consider the set M = C[a, b] = {f; f : [a, b] -> R, continuous and define d( f, g ) = max f(x) - 9(x)1. xE[a, b] Prove that (M, d) is a metric space. Is it complete
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