C wamap.org/assess2/?cid=33031&aid=1827672#/full wamap.org Home | My Classes . | User Settings | Log Out Course Messages | Forums Calendar Gradebook Home > Math&151 Calc OLI Spring 2023 > Assessment Practice Set - 3.2 Score: 0/50 0/10 answered You will be given three (3) attempts per problem without penalty. This will give you opportunity to practice and sort out formatting your answers correctly. On the 4th attempt you will be penalized 75% and the correct answer will show. It is in your best interest not to guess and be able to understand what you are doing. You may then select to do a similar problem for full credit after the 4th attempt. For each problem, it is important to read the instructions, particularly regarding formatting of answers. Often times, there is a preview button. It is good practice to use the preview button when available. This will check formatting and inform the user of any syntax errors; it does not inform the user if the answer is correct. Late Progress Checks will not be graded. Question 1 0/5 pts D 4 99 0 Details Let f(z) = -71 + 4. Find f'(z) using the limit definition of the derivative and the following steps. (a) Find f(z + h). (b) Find f(I + h) - f(z). Be sure to simplify. (C) Find f ( I + h) - f(I) . Be sure to simplify. (d) Find f'(I) -lim J(I + h) -f() h - Be sure to simplify. Graph f and draw the tangent lines to the graph at points whose z-coordinates are - 2, 0, and 1. Question Help: D Post to forum Submit Question . Question 2 0/5 pts 4 99 0 Details Let f ( I) = _ -5x _ g . Find f'(I) using the limit definition of the derivative. (a) Find f(I + h)- (b) Find f(I + h) - f(I). Be sure to simplify and give a rational expression as your answer but you don't need to expand the denominator in your final result. (c) Find I( z + h) - f(I) . Use algebra to simplify the expression. Hint:/ should only appear once in your simplified expression but you don't need to expand the denominator in your final result. 46OF Windy Q Search Esc 0 - D+Co V 167 X * Pi C wamap.org/assess2/?cid=33031&aid=1827672#/full Question 3 0/5 pts 5 4 99 0 Details Let f(x) = V3x + 5. Find f'(z.) using the limit definition of the derivative. (a) Find f(I + h). Type sqrt() for the square root function. For examaple, sqrt(x) for VI. (b) Find f ( I + h) - f(I). | (c ) Find f( I + h ) - f(I) h . Use algebra to simplify the expression so that you can take the limit as h = 0 Right now if take that limit then you would wind up with - . Hint:h should only appear once in your simplified expression. (d) Find f'(z) =lim J(: +h) -f(I) h . Be sure to simplify . Graph f and draw the tangent lines at the points whose I-coordinates are -2, 0, and 1. Question Help: D Post to forum Submit Question Question 4 0/5 pts 0 4 99 0 Details Let f ( I) = I + 7 . Find f'(z) using the limit definition of the derivative. ( a ) Find f(I + h). (b) Find f( + h) - f(z). Be sure to simplify and give a rational expression as your answer but you don't need to expand the denominator of your final result. (c) Find _ f( I t h) - f(I) Us . Use algebra to simplify the expression. Hint:h should only appear once in your simplified expression. You don't need to expand the denominator. (d) Find f'(z) =lim f( Ith ) - f(I) . Be sure to simplify but you don't need to expand the denominator. Graph f and draw the tangent lines to the graph whose I-coordinates are -2, 0, and 1. Question Help: D Post to forum Submit Question Question 5 G 0/5 pts 9 4 2 99 0 Details 46OF Q Search Windy167 C wamap.org/assess2/?cid=33031&aid=1827672#/full Question 5 0/5 pts 04 99 0 Details 2 4 Select all the vlaues of I at which the graph above is not differentiable for -5 0. Write your answer in interval notation. (b) Find where f'(I) 0 (b) f'( I)