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List all of the ways that f(x,y)=x 2 +y 2 , g (t)=t1,e t , and k (a,b)=b,a can be composed.

List all of the ways that f(x,y)=x 2 +y 2 , g (t)=〈t−1,e t 〉, and k (a,b)=〈b,a〉 can be composed.

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These 3 function can be permuted in 3 Ways So at max we can have 6 possibilities The possible case ... blur-text-image

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