12:12 PM ...0.0KB/s 1st 66 homework-3.25 - Read-only Read Only - You can't save changes to this file. Save a copy Dismiss 1, The graph of f is given. State, with reasons, the number at which f is not differentiable. 4 10 12 I 2. The gragh of g is given as following. (a)At what numbers is g discontinuous? Why? (b) At what numbers is g not differentiable? Why? पभाम 3. (a) If f(x) is an even function, pls prove that f'(x) is an odd function. (b)lf f(x) is an odd function, pls prove that f'(x) is an even II 12:12 PM ...0.8KB/s 1st 66 homework-3.25 - Read-only Read Only - You can't save changes to this file. Save a copy Dismiss (b)lf f(x) is an odd function, pls prove that f'(x) is an even function. 4. f(x)=[[x]] stands for the greatest integer that is less than or equal to x. (a)where is f(x) not differentiable? (b) Find the formula for f'(x). 5. Show that the function f(x)= |3x-9| is not differentiable at x=3. Find the formula for f'(x). 6. Differentiate the functions. (a) f(x)=22.3 (b) f(x)=x52 (c) f(x)= {x³ III
12:12 PM ...0.0KB/s 1st 66 homework-3.25 - Read-only Read Only - You can't save changes to this file. Save a copy Dismiss 1, The graph of f is given. State, with reasons, the number at which f is not differentiable. 4 10 12 I 2. The gragh of g is given as following. (a)At what numbers is g discontinuous? Why? (b) At what numbers is g not differentiable? Why? पभाम 3. (a) If f(x) is an even function, pls prove that f'(x) is an odd function. (b)lf f(x) is an odd function, pls prove that f'(x) is an even II 12:12 PM ...0.8KB/s 1st 66 homework-3.25 - Read-only Read Only - You can't save changes to this file. Save a copy Dismiss (b)lf f(x) is an odd function, pls prove that f'(x) is an even function. 4. f(x)=[[x]] stands for the greatest integer that is less than or equal to x. (a)where is f(x) not differentiable? (b) Find the formula for f'(x). 5. Show that the function f(x)= |3x-9| is not differentiable at x=3. Find the formula for f'(x). 6. Differentiate the functions. (a) f(x)=22.3 (b) f(x)=x52 (c) f(x)= {x³ III
Glencoe Algebra 1, Student Edition, 9780079039897, 0079039898, 2018
18th Edition
ISBN:9780079039897
Author:Carter
Publisher:Carter
Chapter9: Quadratic Functions And Equations
Section9.9: Combining Functions
Problem 39PPS
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