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consider the set and find corresponding

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Very sweet = here in this we perform square of the membership of elements

so corresponding very  fuzzy set  will be {(1,0) , (2,0)  (3, 0.04) , (4,0.16) , (5,0.36) ,(6, 0.64) ,(7,1) }

Somewhat( or more or less) sweet   here we find square root of  membership of elements

so corresponding somewhat sweet   fuzzy set  will be {(1,0) , (2,0)  (3, 0.45) , (4,0.63) , (5,0.77) ,(6, 0.89) ,(7,1) }

 

note in extremely and very very hedges we perform cube and raised to power 4 respectively
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