y=ln((3/4)e)

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Solution for y=ln((3/4)e) equation:


D( y )

(3/4)*e <= 0

(3/4)*e <= 0

(3/4)*e <= 0

3/4*e <= 0

y belongs to the empty set

y in (-oo:+oo)

y = ln((3/4)*e) // - ln((3/4)*e)

y-ln((3/4)*e) = 0

y-ln(3/4*e) = 0 // + ln(3/4*e)

y = ln(3/4*e)

y = ln(3/4*e)

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