Question

ln^(x^2)=((ln^x)^2) * (1/(ln^3))

Answer 1

wait, let me draw it!

Answer 2

\( \Huge ln^{x^2}=(ln^x)^2 \times \cfrac{1}{ln^3}\ \ \ ?\)

Answer 3

Yes! that's the equation! sorry it was so confusing!

Answer 4

.... aren't yo missing a base value there?

Answer 5

isn't the natural log a value by its self?

Answer 6

natural log or e = 2.71 i think

Answer 7

the left side ln(?)^(x^2)

Answer 8

right, I meant, the values are missing, lemme rewrite it some

Answer 9

\(\huge ln\square^{x^2}=(ln\square^x)^2 \times \cfrac{1}{ln\square^3}\)