Bourbaki

Exercise 5, § 1

Functions of a Real Variable, III, 116

For x>0x > 0 and any real yy show that

xy≤log⁡x+ey−1 x y \leq \log x + e^{y-1}
(cf. II, p. 82, exerc. 15); in what circumstances are the two sides equal?

Solution

No solution has been written yet.

Transcribed from the printed volume. Not translated.