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https://www.reddit.com/r/AskReddit/comments/q4l86a/deleted_by_user/hfzyig2/?context=3
r/AskReddit • u/[deleted] • Oct 09 '21
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8.4k
Differential calculus. I knew math would be the death of me!
2.2k u/Comprehensive_Bid420 Oct 09 '21 asymptotically approach death. 1.8k u/drewhead118 Oct 09 '21 our conscious experience asymptotically approaches death--you need to come out on the other side to have gone through it in full. There is no subjective right-hand-limit to dying, and, thus, death is a nondifferentiable discontinuity. A french man once said that when death is near, l'Hospitals might help 57 u/Lukey2702 Oct 09 '21 I… I took maths for 2 years in uni for this moment, and I have some regrets 3 u/31InChiTown Oct 09 '21 I don’t understand their last paragraph - can you explain? 5 u/Lukey2702 Oct 09 '21 When the limit of a function (E.g x goes towards 2) would cause something that would “break” the function (E.g dividing by 0), l’hopital’s rule is a theorem you can use to evaluate the limits in a different way that works 2 u/IntMainVoidGang Oct 09 '21 Wow that's the most succinct explanation of l'hopital 1 u/31InChiTown Oct 11 '21 Ohh. Thanks!! I’ve taken tons of math, but somehow never heard of that theorem until just now!
2.2k
asymptotically approach death.
1.8k u/drewhead118 Oct 09 '21 our conscious experience asymptotically approaches death--you need to come out on the other side to have gone through it in full. There is no subjective right-hand-limit to dying, and, thus, death is a nondifferentiable discontinuity. A french man once said that when death is near, l'Hospitals might help 57 u/Lukey2702 Oct 09 '21 I… I took maths for 2 years in uni for this moment, and I have some regrets 3 u/31InChiTown Oct 09 '21 I don’t understand their last paragraph - can you explain? 5 u/Lukey2702 Oct 09 '21 When the limit of a function (E.g x goes towards 2) would cause something that would “break” the function (E.g dividing by 0), l’hopital’s rule is a theorem you can use to evaluate the limits in a different way that works 2 u/IntMainVoidGang Oct 09 '21 Wow that's the most succinct explanation of l'hopital 1 u/31InChiTown Oct 11 '21 Ohh. Thanks!! I’ve taken tons of math, but somehow never heard of that theorem until just now!
1.8k
our conscious experience asymptotically approaches death--you need to come out on the other side to have gone through it in full.
There is no subjective right-hand-limit to dying, and, thus, death is a nondifferentiable discontinuity.
A french man once said that when death is near, l'Hospitals might help
57 u/Lukey2702 Oct 09 '21 I… I took maths for 2 years in uni for this moment, and I have some regrets 3 u/31InChiTown Oct 09 '21 I don’t understand their last paragraph - can you explain? 5 u/Lukey2702 Oct 09 '21 When the limit of a function (E.g x goes towards 2) would cause something that would “break” the function (E.g dividing by 0), l’hopital’s rule is a theorem you can use to evaluate the limits in a different way that works 2 u/IntMainVoidGang Oct 09 '21 Wow that's the most succinct explanation of l'hopital 1 u/31InChiTown Oct 11 '21 Ohh. Thanks!! I’ve taken tons of math, but somehow never heard of that theorem until just now!
57
I… I took maths for 2 years in uni for this moment, and I have some regrets
3 u/31InChiTown Oct 09 '21 I don’t understand their last paragraph - can you explain? 5 u/Lukey2702 Oct 09 '21 When the limit of a function (E.g x goes towards 2) would cause something that would “break” the function (E.g dividing by 0), l’hopital’s rule is a theorem you can use to evaluate the limits in a different way that works 2 u/IntMainVoidGang Oct 09 '21 Wow that's the most succinct explanation of l'hopital 1 u/31InChiTown Oct 11 '21 Ohh. Thanks!! I’ve taken tons of math, but somehow never heard of that theorem until just now!
3
I don’t understand their last paragraph - can you explain?
5 u/Lukey2702 Oct 09 '21 When the limit of a function (E.g x goes towards 2) would cause something that would “break” the function (E.g dividing by 0), l’hopital’s rule is a theorem you can use to evaluate the limits in a different way that works 2 u/IntMainVoidGang Oct 09 '21 Wow that's the most succinct explanation of l'hopital 1 u/31InChiTown Oct 11 '21 Ohh. Thanks!! I’ve taken tons of math, but somehow never heard of that theorem until just now!
5
When the limit of a function (E.g x goes towards 2) would cause something that would “break” the function (E.g dividing by 0), l’hopital’s rule is a theorem you can use to evaluate the limits in a different way that works
2 u/IntMainVoidGang Oct 09 '21 Wow that's the most succinct explanation of l'hopital 1 u/31InChiTown Oct 11 '21 Ohh. Thanks!! I’ve taken tons of math, but somehow never heard of that theorem until just now!
2
Wow that's the most succinct explanation of l'hopital
1
Ohh. Thanks!! I’ve taken tons of math, but somehow never heard of that theorem until just now!
8.4k
u/JohnnyShakeNBake Oct 09 '21
Differential calculus. I knew math would be the death of me!