1.

Prove that f(x) = 3x is strictly increasing on R.

Answer»

Consider f(x) = 3x

The domain of f(x) is R.

f’(x) = 3x ln(3)

3x is always greater than 0 and ln(3) is also + ve.

Overall f’(x) is >0 means strictly increasing in its domain i.e. R.



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