MAT135H1 Lecture 4: Lecture Note

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emeraldshark622

16 Jan 2019

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MAT135H1 Lecture 3: Lecture Note

MAT135H1 Lecture 4: Lecture Note

MAT135H1 Lecture 5: Lecture Note

Document Summary

Let fix ) be given by the table of values . Construct by a hlx ) fax ) table of values. X so hlz ) flu ) then input undefined is that into f. 14 doesn"t appear the on input side of our h and f table of values ) have different domains because. 2 is in the domain off but not the domain of h . 0 check fix ) hlx ) i i. The graph of tix ) is the graph of fix ) St etched horizontal by a factor of k hi. 1121 - yal ) lie . compressed ) 1 7 be as in the previous example . Is the graph of glx ) the graph of f transformed by : shifted up by. 2 the reflected in the y - axis then shifted left by 5 b) shifted left by 5 then reflected in the y-axis . stretched then vertically.

Related Questions

I doubt the answers I put down the questions are right... Pleasesolve all questions from a to f to get the points... and I willchoose the best answer with best explanation in next 3 hours..

3. (20 pts) Let f be a differentiable one-to-one function on the interval (0,4) with the particular values of f and f' given in the table below, and let f-1 be the inverse function of f. Let g be the function given by the graph below. y y=g(x) 12 2 3 5 1 2 3 4 5 6 34-2 For (a), (b), and (c), circle the correct choice. lim 8(3+h) – g(3) h iii. 5 V. -2 vi. does not exist vii. none of the previous choices iv. O (b) dip [6^x +2)/(x) at x = 3 iii. 1 V. -1 vii. none of the previous choices iv. 0 vi. does not exist (0) [r_w) at x = 2 V. vii. none of the previous choices iv. I vi. does not exist (d) Consider the curve given by xey + y = f(x) - 1. Use implicit differentiation to computed at the point (2.0). Show your work.