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  3. v=[(a b), a,b e r+] with (a1 b1)+(a2 b2)=(a1a2 b1b

V=[(a b), a,b E R+] with (a1 b1)+(a2 b2)=(a1a2 b1b2)and for c E R, c(a b)=(a^c...

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Advance Math

V=[(a b), a,b E R+] with (a1 b1)+(a2 b2)=(a1a2b1b2)and for c E R, c(a b)=(a^c b^c) is a vector space over R.Define T:R^2 to V by T[a b]= (e^a e^b). prove T is a lineartransformation from R2 to V.

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