Question: . . . B V Oh V online.mun.ca OU+ Python - Slicing Strings W W3Schools Tryit Editor My application - 2023 Fall (September) - Bachelor




![3. Consider the following function v4 - 3x [7] (a) Use the](https://s3.amazonaws.com/si.experts.images/answers/2024/06/666151f845903_008666151f82993e.jpg)
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![Assignment 4 Page 4 [3] (c) Find the equation of the tangent](https://s3.amazonaws.com/si.experts.images/answers/2024/06/666151faba1d9_010666151fa98ab5.jpg)
![line at x=1 4. Find the derivatives of the following functions [5]](https://s3.amazonaws.com/si.experts.images/answers/2024/06/666151fb2264b_011666151fb0c267.jpg)
. . . B V Oh V online.mun.ca OU+ Python - Slicing Strings W W3Schools Tryit Editor My application - 2023 Fall (September) - Bachelor o.. Math1000-assignment-4-due March 16, 11:59 pm -... Math1000-assignment-4-due March 16, 11:59 pm v ED arly 3 of6 - + 100% > > 3. Consider the following function v4 - 3x [7] (a) Use the limit definition of derivative to find f'(x) [3] (b) Verify your answer in part (a) using the rules of differentiationOh V online.mun.ca OU+ Python - Slicing Strings W W3Schools Tryit Editor My application - 2023 Fall (September) - Bachelor o.. Math1000-assignment-4-due March 16, 11:59 pm -... Math1000-assignment-4-due March 16, 11:59 pm v arly 4 of6 - + 100% > > Assignment 4 Page 4 [3] (c) Find the equation of the tangent line at x=1 4. Find the derivatives of the following functions [5] (a) f(x) = (223 -6)(52-1 + 2)Oh V online.mun.ca OU+ Python - Slicing Strings W W3Schools Tryit Editor My application - 2023 Fall (September) - Bachelor o.. Math1000-assignment-4-due March 16, 11:59 pm -... Math 1000-assignment-4-due March 16, 11:59 pm v . Q TV 5 of6 - + 100% > > Assignment 4 Page 5 [5] ( b ) f ( 20 ) = - x2 + 8 Vx2 +4 [5] ( c) f ( 20 ) = (2+4)5Oh V online.mun.ca OU+ W Python - Slicing Strings W W3Schools Tryit Editor My application - 2023 Fall (September) - Bachelor o. Math1000-assignment-4-due March 16, 11:59 pm -... Math1000-assignment-4-due March 16, 11:59 pm v 6 of 6 - + 100% > > Assignment 4 Page 6 [5] (d) f(x) = extan(22) [5] (e) f(x) = cos(sin e)
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