Question: Can anyone help me with this question about bounding summation? Without using calculus (as in the previous exercise), show that, if n is a power

Can anyone help me with this question about bounding summation?

Can anyone help me with this question about bounding summation? Without using

Without using calculus (as in the previous exercise), show that, if n is a power of 2 greater than 1, then, for H_n, the nth harmonic number, H_n lessthanorequalto 1 + H_n/2 Use this fact to conclude that H_n lessthanorequalto 1 + [log_2 n], for any n greaterthanorequalto 1

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