Talking about Derivative and Integrals
Just a while ago, I was asked, well not really I volunteered myself, to tell a technical joke during dinner with my office mates. It was a mathematical joke to be specific.
Since all of us in that dinner, being an engineer, it made our foundation shaken. We don't know if I am correct or not?
To refresh us of the theories of calculus, here are the correct equations:
A. Derivative of e raised to x
![](https://lh3.googleusercontent.com/blogger_img_proxy/AEn0k_trHY4W7uKTQ8PaWIjb8s832KzXkc13n9Ls1P77p1Oa75Fgs6EquTB10l3vWTT2zp8b_FXmR6ob3a91vT9GyNpNlxdZIEP7IbBF5gV8bv_url9RulgYBDR92TQWKFJuF6RQkQJfOqc_3rQOfmoABN7-spUXEn8RiP02HsElgFwPFZBonSxYv3D8Dv832yOnffI-3S9n4tlHEmFIiw=s0-d)
B. Integral of e raised to x
![](https://lh3.googleusercontent.com/blogger_img_proxy/AEn0k_ut_CGLXWnHbuUII4kV-OUAlI6AGc2XUbPFA51lumxXEOhJ8ydHwP310U8XAsjNbsL7PShuccqX0jkfx-sdOSIfBjQoPnPKJ9B0s5IstRqlOnqo57Dr_onuxnroPdYIv6-qHcyRQrjpp-bLXYPloa_fX9dxjpqJ0Kwj2oKZTn2pENw0KGGl96y9lT8SP7rwU_ic4ZZhVzAzgG1UQA=s0-d)
Now I can sleep soundly tonight because I confirmed that I am correct. :P
Since all of us in that dinner, being an engineer, it made our foundation shaken. We don't know if I am correct or not?
To refresh us of the theories of calculus, here are the correct equations:
A. Derivative of e raised to x
B. Integral of e raised to x
Now I can sleep soundly tonight because I confirmed that I am correct. :P
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