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Speak With a Friendly Mentor. ###### Deepak Patra posted an Question
October 15, 2021 • 11:47 am 30 points
• IIT JAM
• Mathematics (MA)

# Let f and g be the functions from r\{0,1 . to r defined by s(x) = and g(x) = x x for xer{0,1). the smallest group of functions from r\{0,1} to r containing f an

Let f and g be the functions from R\{0,1 . to R defined by S(x) = and g(x) = X X for xeR{0,1). The smallest group of functions from R\{0,1} to R containing f and g under composition of functions is isomorphic to (a.) K4 (b.) S (c) Z4 (d.) s

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• ##### Anonymous User Best Answer

check attachment

where does the functions came from i. e F1, f2, f3, f4, f5, f6???? i didn't understand

by composition function

G has 6 elements so G is isomophic to 6 elements group which is S3

check Elements of G which are drived form f and g

understood or not

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