3.1 Definition of the Derivative.pdf - 3 1 Definition of the Derivative The retofcxIdtx a we get the t.am BY looking at secant lines with points getting

3.1 Definition of the Derivative.pdf - 3 1 Definition of...

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3 1 Definition of the Derivative we get the t.am retofcxIdtx a BY looking at secant lines with points getting closer to CA FCA what will the slope Of The Derivative the tangent line be b the slope Of the Sec f Ca at a point 11 9 IS the limit eine is Df if it exsists f yay him fCx fca µ fC a X Ma x a ae ftp.gesaurtnatfislgtahftf.atannaa.smatnliemautaffocn y fca f a X A When f CA LX 8181 8 itistheslope of the follows point nope form tangent line to fall at x a yz y Xu Xi M Luton fcb I f yay slim f Cath f a Kath hoo Tata t I im fCath FLA f Ca I I t h 30 h a 0th b k l l l l l l
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Find an equation of the tang line to the graph of f X X2 At 11 4 i mn X 4 lim X y X 4 Xt 4 my this doesn't have tobe the F 4 8 final answer persay ALTERNATE METHOD i 9Ia n Ino because him 4th 2 4 2 Fox X n o h him h48 the h O h him htt 8h h O T tim h ht 8 h 0 him
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Unformatted text preview: ht 8 h o 8 f 41 8 examples And an equation of the tang line the graph Offa At K2 faith c O j f 421 11 M f tang hero line 1 12th hliYj h5 E can slope appears to be negative h small in magnitude Iim 2 12th hero L h him mo l Has ftYfzTTm t him h o I th lim l h O 4 f 2 ly y 1 2 4,6 2 Theo Mtn If f x MXtb then f CAI M for All A PROOF Hakhtiff flathead h hlijm math tb fmla tb T him Mat Mh Wmd H h o h U M Mh h so f slim m M h o...
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