If f(x)=x^,g(x)=3x and h(x)=x-2.prove that (fog)oh=fo(goh).
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sorry cant answer this question
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Let f + g = k
Now k. h = k(h(x)
= (f + g((h(x))
= (f + g((h(x))= f[h(x)] + g [h(x)]
= (f + g((h(x))= f[h(x)] + g [h(x)]= foh + goh
(i.e.,)(f + g)(o)h = foh + goh
(i.e.,)(f + g)(o)h = foh + gohfo(g + h) is also a function
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