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Make the Newton and Bisection method algorithms output to a CSV file. It is okay for now if they each output to a separate CS
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(23-1) oln 4 esp (2-1) i-c fe)24-4(22-) (2z-) enp (2-1)= e Bisectian method given that ihkrva) [ a bJ = C3, 23 fa) f-3) C2)2-= 2 -3 to S -1.1S 2 (2C-) - e 4.051390 - [-195, 0s S. v+St -0.62.5 2 2. C3 -0.625 77 (2D.625)) fa(625) (os- 4sfo<2s) e -3. 21fas)= f(-0.90 c25) --613 77. 20 Reot ies in interval -o.9025, -1 1875 - 0 909625- 1- /8 75 as+94 = 9b 2 2. -o46875 frac) f(-1A4+48 -11875-1IS235 2. ag -1699 2 -f(ap= f(-992) 6012950 Root s In inteevul -6992 I523 S a 8ta I5235 -16992 2- 2. -613 a4o= f-116772 - 11(992 412-+99 2 2. 88 2 13 Root Aiey Ih ntval-1-1698 2, -1-167727 - 16 77 2 -1k82 a13t a 12 2. 2- -116827 4 fCan)=fca) Roo liu in nttued -1178S -1-16792 917+aic -1-16785 -)-16792 2 2. 418 -1 I 8 8 -o 00 o|2 o iesin interval18, a] Rоsd -1-1Newbn Method -explan- Fu - - expldr-1) x8 Fira aexpca) We nou that jteration Formulae, Neroon Tabe 30 - 40.17107. plca 2e - .L 3 3190 &9 (t1.1-d> Alra es 1679) O.O O Oo 1679.- - 6. 40699 -1179o -1-16790 -6. 06g7 - .16 790 2еа 7 iterations Method Newt

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