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| Name | 100 derivatives (everything you have to know for your calculus class) |
| Video Uploader | Video From blackpenredpen |
| Upload Date | This Video Uploaded At 22-07-2019 23:07:15 |
| Video Discription | 100 derivatives for your Calculus 1 class. You'll master all the derivatives and differentiation rules, including the power rule, product rule, quotient rule, chain rule, and more. We'll also cover implicit differentiation, logarithmic differentiation, and finding second derivatives. Plus, we'll dive into derivatives of all trigonometric and hyperbolic functions, as well as their inverses. Of course, we will also have the definition of the derivative. #calculus #100derivatives #blackpenredpen #math #apcalculus 👉 Derivative For You t-shirt: https://amzn.to/3qBeuw6 👉 File: https://www.patreon.com/posts/files-to-my-100-95153770? Check out my other "100-everything" series: 100 Integrals: https://youtu.be/dgm4-3-Iv3s 100 Series: https://youtu.be/jTuTEcwvkP4 100 Calculus 2 Problems: https://youtu.be/Kwyk_mteyNc 0:00 100 calculus derivatives Big thanks to Mark Vinci for the time stamps: Q1, 3:51, d/dx ax^+bx+c Q2, 5:18, d/dx sinx/(1+cosx) Q3, 8:31, d/dx (1+cosx)/sinx Q4, 11:21, d/dx sqrt(3x+1) Q5, 13:19, d/dx sin^3(x)+sin(x^3) Q6, 16:48, d/dx 1/x^4 Q7, 18:53, d/dx (1+cotx)^3 Q8, 21:03, d/dx x^2(2x^3+1)^10 Q9, 28:39, d/dx x/(x^2+1)^2 Q10, 34:37, d/dx 20/(1+5e^-2x) Q11, 38:10, d/dx sqrt(e^x)+e^sqrt(x) Q12, 41:27, d/dx sec^3(2x) Q13, 43:57, d/dx 1/2 (secx)(tanx) + 1/2 ln(secx + tanx) Q14, 52:31, d/dx (xe^x)/(1+e^x) Q15, 56:26, d/dx (e^4x)(cos(x/2)) Q16, 1:00:05, d/dx 1/4th root(x^3 - 2) Q17, 1:04:04, d/dx arctan(sqrt(x^2-1)) Q18, 1:07:31, d/dx (lnx)/x^3 Q19, 1:10:25, d/dx x^x Q20, 1:14:46, dy/dx for x^3+y^3=6xy Q21, 1:21:35, dy/dx for ysiny = xsinx Q22, 1:24:22, dy/dx for ln(x/y) = e^(xy^3) Q23, 1:30:45, dy/dx for x=sec(y) Q24, 1:35:59, dy/dx for (x-y)^2 = sinx + siny Q25, 1:40:16, dy/dx for x^y = y^x Q26, 1:46:31, dy/dx for arctan(x^2y) = x+y^3 Q27, 1:54:43, dy/dx for x^2/(x^2-y^2) = 3y Q28, 1:58:03, dy/dx for e^(x/y) = x + y^2 Q29, 2:03:46, dy/dx for (x^2 + y^2 – 1)^3 = y Q30, 2:06:51, d^2y/dx^2 for 9x^2 + y^2 = 9 Q31, 2:17:01, d^2/dx^2(1/9 sec(3x)) Q32, 2:21:35, d^2/dx^2 (x+1)/sqrt(x) Q33, 2:26:33, d^2/dx^2 arcsin(x^2) Q34, 2:32:04, d^2/dx^2 1/(1+cosx) Q35, 2:36:57, d^2/dx^2 (x)arctan(x) Q36, 2:39:49, d^2/dx^2 x^4 lnx Q37, 2:42:34, d^2/dx^2 e^(-x^2) Q38, 2:45:02, d^2/dx^2 cos(lnx) Q39, 2:47:44, d^2/dx^2 ln(cosx) Q40, 2:48:52, d/dx sqrt(1-x^2) + (x)(arcsinx) Q41, 2:51:48, d/dx (x)sqrt(4-x^2) Q42, 2:54:34, d/dx sqrt(x^2-1)/x Q43, 2:56:34, d/dx x/sqrt(x^2-1) Q44, 2:59:03, d/dx cos(arcsinx) Q45, 2:59:56, d/dx ln(x^2 + 3x + 5) Q46, 3:01:24, d/dx (arctan(4x))^2 Q47, 3:03:35, d/dx cubert(x^2) Q48, 3:04:50, d/dx sin(sqrt(x) lnx) Q49, 3:07:56, d/dx csc(x^2) Q50, 3:08:50, d/dx (x^2-1)/lnx Q51, 3:11:16, d/dx 10^x Q52, 3:13:08, d/dx cubert(x+(lnx)^2) Q53, 3:17:07, d/dx x^(3/4) – 2x^(1/4) Q54, 3:19:54, d/dx log(base 2, (x sqrt(1+x^2)) Q55, 3:26:39, d/dx (x-1)/(x^2-x+1) Q56, 3:29:28, d/dx 1/3 cos^3x – cosx Q57, 3:32:08, d/dx e^(xcosx) Q58, 3:33:55, d/dx (x-sqrt(x))(x+sqrt(x)) Q59, 3:34:40, d/dx arccot(1/x) Q60, 3:37:50, d/dx (x)(arctanx) – ln(sqrt(x^2+1)) Q61, 3:42:22, d/dx (x)(sqrt(1-x^2))/2 + (arcsinx)/2 Q62, 3:47:30, d/dx (sinx-cosx)(sinx+cosx) Q63, 3:52:45, d/dx 4x^2(2x^3 – 5x^2) Q64, 3:55:06, d/dx (sqrtx)(4-x^2) Q65, 3:57:27, d/dx sqrt((1+x)/(1-x)) Q66, 4:01:40, d/dx sin(sinx) Q67, 4:03:00, d/dx (1+e^2x)/(1-e^2x) Q68, 4:06:18, d/dx [x/(1+lnx)] Q69, 4:08:19, d/dx x^(x/lnx) Q70, 4:10:04, d/dx ln[sqrt((x^2-1)/(x^2+1))] Q71, 4:13:43, d/dx arctan(2x+3) Q72, 4:15:55, d/dx cot^4(2x) Q73, 4:17:47, d/dx (x^2)/(1+1/x) Q74, 4:20:44, d/dx e^(x/(1+x^2)) Q75, 4:23:13, d/dx (arcsinx)^3 Q76, 4:24:42, d/dx 1/2 sec^2(x) – ln(secx) Q77, 4:27:08, d/dx ln(ln(lnx))) Q78, 4:28:51, d/dx pi^3 Q79, 4:34:04, d/dx ln[x+sqrt(1+x^2)] Q80, 4:37:52, d/dx arcsinh(x) Q81, 4:46:55, d/dx e^x sinhx Q82, 4:48:38, d/dx sech(1/x) Q83, 4:52:51, d/dx cosh(lnx)) Q84, 4:56:21, d/dx ln(coshx) Q85, 4:57:36, d/dx sinhx/(1+coshx) Q86, 5:00:35, d/dx arctanh(cosx) Q87, 5:03:54, d/dx (x)(arctanhx)+ln(sqrt(1-x^2)) Q88, 5:07:23, d/dx arcsinh(tanx) Q89, 5:10:39, d/dx arcsin(tanhx) Q90, 5:12:32, d/dx (tanhx)/(1-x^2) Q91, 5:14:58, d/dx x^3, definition of derivative Q92, 5:20:41, d/dx sqrt(3x+1), definition of derivative Q93, 5:26:16, d/dx 1/(2x+5), definition of derivative Q94, 5:31:18, d/dx 1/x^2, definition of derivative Q95, 5:35:34, d/dx sinx, definition of derivative Q96, 5:44:06, d/dx secx, definition of derivative Q97, 5:54:41, d/dx arcsinx, definition of derivative Q98, 6:13:26, d/dx arctanx, definition of derivative Q99, 6:18:35, d/dx f(x)g(x), definition of derivative Q100, d/dx f(x)/g(x), definition of derivative Q101, d/dx tetration of x (i.e. x^x^x) Subscribe 👉 @blackpenredpen [AegzQ_dip8k] |
| Category | Education |
| Tags | calculus 1 derivatives | derivative techniques | logarithmic differentiation | calculus marathon | derivative of tetration of x | derivative of x^x | quotient rule | chain rule | product rule | power rule | derivatives of trig functions | derivatives of hyperbolic functions | definition of derivative | derivative review | quotient rule examples | chain rule examples | find the derivative | bprp | 100 derivatives in one take | calculus tutorial | GCSE calculus | AP calculus | 微積分 | 100 calculus |
