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Which is greater $$e^{\pi}$$ or $$\pi^{e}$$?

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Similar Questions

Q1

Which is greater

e^{π}

or

π^{e}

?

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Q2

Find the bigger of two number

e^{π}

and

π^{e}

?

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Q3

Equation

\frac{π^{e}}{x - e} + \frac{e^{π}}{x - π} + \frac{π^{π} e^{e}}{x - π - e} = 0

has

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Q4

Assertion :

e^{π} > π^{e}

Reason: The function

f (x) = x^{\frac{1}{x}}

attains global maxima at x = e.

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Q5

Use the function

f (x) = x^{1 / x}, x > 0

, determine the bigger of the two numbers

e^{π}

and

π^{e} .

View Solution