Is there a mathematical method to prove this pattern?
Noted for laterEuler's Theorem and Fermat's Little Theorem. You should learn those, for number theory.
With a hint: To use difference of two squares.
Can't I post questions here aswell ?._. ?
Ok no problem, I just thought everyone posts their maths problems here and you just help out whenever.Wow guys this is my SOS thread for when I need help
Haha I think this was an SOS thread. And in your question, did you mean sinh and cosh? These have LaTeX codes too, just write like \sinh and \cosh.Can't I post questions here aswell ?
I tried that it didn't work? Anyways how would you do the question?Haha I think this was an SOS thread. And in your question, did you mean sinh and cosh? These have LaTeX codes too, just write like \sinh and \cosh.
Just write the hyperbolic functions in the exponential form.I tried that it didn't work? Anyways how would you do the question?
calculus shit tHat’s sum cAlcuLUς $#!t thats∰some good∰∭integration right∳∰there right⨌there⨍find the limitfind thelimitthat’s not showing your work right tᴴᵉᴿe show w0rk(chorus: ᵍᴵᵛᴱn ⁽ˣ⁾)mMMMMMM∰∯∰ НO0ОଠOOOOOОଠଠOoooᵒᵒᵒᵒᵒᵒᵒᵒᵒ∰CAlcUlUs $#!t
Haha it worked this time. And you should probably post that question in the extracurricular integration thread so that we don't derail this thread.I tried that it didn't work? Anyways how would you do the question?
The first part is easy but the second how can we get it in that form we can't multiply integrals.Just write the hyperbolic functions in the exponential form.