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key=Ryzibj / dBOVs5UasB93EczBzqodSGaDR uercus ACORN My Drive Google Docs Packback P Perusall WP WileyPLUS MGT Textbook ill Gradescope P Piazza Course Hero MAA MATHEMATICAL ASSOCIATION

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key=Ryzibj / dBOVs5UasB93EczBzqodSGaDR uercus ACORN My Drive Google Docs Packback P Perusall WP WileyPLUS MGT Textbook ill Gradescope P Piazza Course Hero MAA MATHEMATICAL ASSOCIATION OF AMERICA Logged in as webwork / mat135h1_f_lec0101 / hw4 / 7 HW4: Problem 7 Previous Problem Problem List Next Problem (1 point) The figure below shows a function g(x) and its tangent line at the point B = (4.2, 8.6). If the point A on the tangent line is (4.13, 8.55), fill in the blanks below to complete the statements about the function g at the point B. g( g ( Note: You can earn partial credit on this problem. Preview My Answers Submit Answers&display Quercus ACORN My Drive E Google Docs Packback P Perusall WP WileyPLUS MGT Textbook Ill Gradescope P Piazza Course Hero K MAA MATHEMATICAL ASSOCIATION OF AMERICA Logged webwork / mat135h1_f_lec0101 / hw4 / 8 HW4: Problem 8 Previous Problem Problem List Next Problem (1 point) Find a formula for the derivative of the function g(x) = 4x2 - 7 using difference quotients: g' (x) = lim [( )/h] h - 0 (In the first answer blank, fill in the numerator of the difference quotient you use to evaluate the derivative. In the second, fill out the derivative you obtain after completing the limit calculation.) Note: You can earn partial credit on this problem. Preview My Answers Submit Answers You have attempted this problem 0 times. You have 15 attempts remaining. Email WeBWork TA Page generated at 10/08/2021 at 05:35pm EDT WeBWork @ 1996-2019| theme: math4 | ww_version: 2.15 | pg_version 2.15| The WeBWork ProjectWeBWork : MAT135H1_F_LECO X + Quercus ebworkq.act.utoronto.ca/webwork2/MAT135H1_F_LEC0101/HW4/9/?user=khanh114&effectiveUser=khanh114&key=Ryzi5j7dBOVs5UasB93EczBzqodSGaDR&displayMode ACORN My Drive Google Docs P Packback P Perusall WP WileyPLUS MGT Textbook will Gradescope P Piazza Course Hero K MAA ATHEMATICAL ASSOCIATION OF AMERICA Logged in as Ha 0 for - 1

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