100 derivatives (in one take)

Extreme calculus tutorial on how to take the derivative. Learn all the differentiation techniques you need for your calculus 1 class, including product rule, quotient rule, chain rule, logarithmic differentation, implicit differentiation, definition of derivative, and more! 👉 Derivative For You t-shirt: https://amzn.to/3qBeuw6 👉 File: https://www.patreon.com/posts/files-to-my-100-95153770? 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