... Happy Easter to you " Unlimited Trigonometry Whisperer " Newton, One small notation comment regarding the end; after evaluating the limit, musn't you also have to get rid of the x's, so ( 1 * 1 * m/c) + 1 * k/c = (m + k)/c, instead of (1 * 1 * mx/cx) + 1 * kx/cx without the limit notation? The evaluation has already been executed, right?! Jan-W
You are correct. I should have eliminated the x's before evaluating the limits. I saw that too late. Always learning, so I never stop living 😀. Happy Easter to you too, Jan-W!
Love your energy dude, keep it up.
Can u cover the concept of continuous and discontinuous functions in term of limits ?
... Happy Easter to you " Unlimited Trigonometry Whisperer " Newton, One small notation comment regarding the end; after evaluating the limit, musn't you also have to get rid of the x's, so ( 1 * 1 * m/c) + 1 * k/c = (m + k)/c, instead of (1 * 1 * mx/cx) + 1 * kx/cx without the limit notation? The evaluation has already been executed, right?! Jan-W
You are correct. I should have eliminated the x's before evaluating the limits. I saw that too late. Always learning, so I never stop living 😀. Happy Easter to you too, Jan-W!
@@PrimeNewtons ...You're the best Newton ... Happy Friday, Jan-W
Great bro 🌺🌺 plz, try the limit below , but do not use L’H rule .
Limit goes to Pi/4 , (cot^3 x - tanx)/cos(x+pi/4)🙏🏻
Just rewrite in terms of sin and cos, simplify and plug in. You get 8
Maybe next week
great
please on your next video left us with something to do. anyway keep it up your great job.
L'Hopital's Rule will get you to the limit quickly.
And what do you do when L'Hopital's rule is not allowed, for example, elementary analysis?
@@PrimeNewtons You
I would probably do it the way you did it.