solve this problem: ∫a∫s[ln(e)]dgdf will spell something with variables; what is it?

[Kain123]

solve this problem: ∫a∫s[ln(e)]dgdf will spell something with variables; what is it?

[COLOR=rgba(255, 255, 255, 0.7)]∫a∫s[ln(e)]dgdf This will spell something with variables, what does it spell?



[/COLOR][COLOR=rgba(255, 255, 255, 0.7)]ℒ(1)∫s√-1)e∫θdgdd This will spell something as well, Good luck![/COLOR][COLOR=rgba(255, 255, 255, 0.7)]





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[stapel]

∫a∫s[ln(e)]dgdf

I think the above means the following:

. . . . .\(\displaystyle \displaystyle \int\, a\, \int\, s\, \times\, \ln(e)\, dg\, df\, =\, \int\, a\, \int\, s\, dg\, df\)

Is this correct? Please reply with corrections or confirmation.

This will spell something with variables, what does it spell?

What are your thoughts? What have you tried? How far have you gotten? Where are you stuck?

When you reply, please include all information for this exercise, including whatever they've given you about the variables a, s, g, and f.

ℒ(1)∫s√-1)e∫θdgdd This will spell something as well

Your inner integral has an unmatched grouping symbol. Please reply with a corrected version of the exercise, including the definition of "ℒ", and all information regarding s, θ, g, and d. Also, please specify if "e" here is the usual exponential constant, or if it also is a variable.

Thank you!