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saylor.orgsaylor.org/site/wp-content/uploads/2011/11/3-8Newtons... · 2013-03-20 · x root Fig. 3 -5 223 2.625 (4, 11 tžngent line Fig. 21 y-f(x) Fig. 20 Fig. 19 Fig. 18 Fig. 17

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Page 1: saylor.orgsaylor.org/site/wp-content/uploads/2011/11/3-8Newtons... · 2013-03-20 · x root Fig. 3 -5 223 2.625 (4, 11 tžngent line Fig. 21 y-f(x) Fig. 20 Fig. 19 Fig. 18 Fig. 17
Page 2: saylor.orgsaylor.org/site/wp-content/uploads/2011/11/3-8Newtons... · 2013-03-20 · x root Fig. 3 -5 223 2.625 (4, 11 tžngent line Fig. 21 y-f(x) Fig. 20 Fig. 19 Fig. 18 Fig. 17
Page 3: saylor.orgsaylor.org/site/wp-content/uploads/2011/11/3-8Newtons... · 2013-03-20 · x root Fig. 3 -5 223 2.625 (4, 11 tžngent line Fig. 21 y-f(x) Fig. 20 Fig. 19 Fig. 18 Fig. 17
Page 4: saylor.orgsaylor.org/site/wp-content/uploads/2011/11/3-8Newtons... · 2013-03-20 · x root Fig. 3 -5 223 2.625 (4, 11 tžngent line Fig. 21 y-f(x) Fig. 20 Fig. 19 Fig. 18 Fig. 17
Page 5: saylor.orgsaylor.org/site/wp-content/uploads/2011/11/3-8Newtons... · 2013-03-20 · x root Fig. 3 -5 223 2.625 (4, 11 tžngent line Fig. 21 y-f(x) Fig. 20 Fig. 19 Fig. 18 Fig. 17
Page 6: saylor.orgsaylor.org/site/wp-content/uploads/2011/11/3-8Newtons... · 2013-03-20 · x root Fig. 3 -5 223 2.625 (4, 11 tžngent line Fig. 21 y-f(x) Fig. 20 Fig. 19 Fig. 18 Fig. 17
Page 7: saylor.orgsaylor.org/site/wp-content/uploads/2011/11/3-8Newtons... · 2013-03-20 · x root Fig. 3 -5 223 2.625 (4, 11 tžngent line Fig. 21 y-f(x) Fig. 20 Fig. 19 Fig. 18 Fig. 17
Page 8: saylor.orgsaylor.org/site/wp-content/uploads/2011/11/3-8Newtons... · 2013-03-20 · x root Fig. 3 -5 223 2.625 (4, 11 tžngent line Fig. 21 y-f(x) Fig. 20 Fig. 19 Fig. 18 Fig. 17
Page 9: saylor.orgsaylor.org/site/wp-content/uploads/2011/11/3-8Newtons... · 2013-03-20 · x root Fig. 3 -5 223 2.625 (4, 11 tžngent line Fig. 21 y-f(x) Fig. 20 Fig. 19 Fig. 18 Fig. 17
Page 10: saylor.orgsaylor.org/site/wp-content/uploads/2011/11/3-8Newtons... · 2013-03-20 · x root Fig. 3 -5 223 2.625 (4, 11 tžngent line Fig. 21 y-f(x) Fig. 20 Fig. 19 Fig. 18 Fig. 17

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