MENU
I know that d/dx of e^x = e^x.
Why does d/dx of e^x = the same function?
Can you show the proof?
No registration required!
Derivative of e^(x)
7 posts
• Page 1 of 1
Re: Derivative of e^(x)
by Eigenvalue » Sun Sep 06, 2026 10:46 pm
Part H ([tex]e^{x }[/tex]):
- Attachments
-
- IMG_20260906_214535~2.jpg (511.79 KiB) Viewed 1 time
Last edited by Eigenvalue on Mon Sep 07, 2026 1:30 am, edited 1 time in total.
- Eigenvalue
- Posts: 458
- Joined: Mon Aug 10, 2026 10:38 pm
- Reputation: 187
Re: Derivative of e^(x)
by Eigenvalue » Sun Sep 06, 2026 10:59 pm
Summary:
- Attachments
-
- IMG_20260906_215601~2.jpg (578.44 KiB) Viewed 1 time
- Eigenvalue
- Posts: 458
- Joined: Mon Aug 10, 2026 10:38 pm
- Reputation: 187
Re: Derivative of e^(x)
by Eigenvalue » Mon Sep 07, 2026 1:31 am
Part J (sin(x)):
- Attachments
-
- IMG_20260907_003017~2.jpg (435.01 KiB) Not viewed yet
- Eigenvalue
- Posts: 458
- Joined: Mon Aug 10, 2026 10:38 pm
- Reputation: 187
Re: Derivative of e^(x)
by Eigenvalue » Mon Sep 07, 2026 1:32 am
Part K (cos(x)):
- Attachments
-
- IMG_20260907_003200~2.jpg (616.07 KiB) Not viewed yet
- Eigenvalue
- Posts: 458
- Joined: Mon Aug 10, 2026 10:38 pm
- Reputation: 187
Re: Derivative of e^(x)
by Eigenvalue » Mon Sep 07, 2026 1:34 am
Part A (x):
- Attachments
-
- IMG_20260907_003404~2.jpg (274.51 KiB) Not viewed yet
- Eigenvalue
- Posts: 458
- Joined: Mon Aug 10, 2026 10:38 pm
- Reputation: 187
Re: Derivative of e^(x)
by Eigenvalue » Mon Sep 07, 2026 1:35 am
Parts B (x²) and C (x³):
- Attachments
-
- IMG_20260907_003512~2.jpg (290.19 KiB) Not viewed yet
- Eigenvalue
- Posts: 458
- Joined: Mon Aug 10, 2026 10:38 pm
- Reputation: 187
7 posts
• Page 1 of 1
Return to Calculus - integrals, lim, functions
Who is online
Users browsing this forum: No registered users and 1 guest