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Unformatted text preview: @ mlmluegpdf e90 @ mlmluegpdf e90 X + I IileMIG/UsersfAdmimshutar/Desktup/calculus‘ggpdf X + 0.1 Concepts Review 1. rafimaluumbex: 2. dais: a. lfanlhmnntP 4. Lineman; Problem Set 0.1 1. 4+2m+113+6=4+2(+3)+5 =4+6+6=lfi 2. 3[7.+4(7+12)]=3[2+4(+n] =3[2+zo]=3(22)=55 s. 4{5(+3+12+4)+2(12+7j] = 4[5(3)+2(a)] =4|25+121 = 457) = 44K 4. 5[—1(7+12—15)+4]+2 =s[+1(3)+4]+1=5(+3+4)+2 :5(1]+2:5+2:7 6 7 43 =+7+777 42 42 42:75 I IileMIG/UsersfAdmimshutar/Desktup/calculus‘ggpdf 16. 17. la. 19. 2a. 21. 22. 24. 25. (543)2=[5)2*2N§J(~’5)+[fi11 =srzfi+3=zs+2Jfi (2X+4J(x+1)=3x2+3x+4X+4 =3x2+x+4 (21 - 332 = (22 +3)(2::+ 3) :sz —61—6x+9 =4;2 +12x+9 (Arman) = 521 +3x+1sx+9 :611—15x—9 [41+11)(3x+7)=12x1+zsx+33x+77 :1212—5114-77 (3:3 4+1)! =3:2 +n+13(3:2 4+1) :9”+313+3r2+3r3+12+r+3z2+z+1 :914—513+ 7822:“ (2+ sf = (21 +391 + my + 3) = (A12 +12t+ 9x21 +3) : 3:3 +1212 +2411 +355+1m+27 = 323 +36:2 +s+z+27 fl 2+2, 2+2 2+5 (2+3)(x+2) 7 x+l, xi} 1+; (2+3) 44,54 +1 +1 [0. ll. [2. [3. H. 15.4 (mm raid/mt EVJfiV 12 4 z _+_ 124-211 I “-1 12 4(x+2) 2x =—+—+— x(x+2) x(x+2) x(x+2) 712+¢x+3+217 51+20 27. ruin) x(x+1) 72mm!) x(x+2) 28' 2 v 532+: 9,3 +1 - 1 .4 15)”) (3y+l)(3J'-l) 7 2(3y+l] 7 2y 2E3J+UE33P0 1E3P+IJOJr*1) 7 6y+2+2y 7 xy+1 7 7.(3y+l)(3y—l) 72(3y+1)(1y—l] 7 2(4y+1) 7 4y+1 _ 1E3}! + 1K3)" 1) (3y +1)(3J'*1) 29. a. 0-0:!) In. §uuudefined 1:. i=0 d. aisumiefined 17 0 o 30. If; mum] 0:0-11,bu1 Mummglfis because a cwuldbe any xealmunbel. No smgle value 5mm §= :1. 31- a} u 100:) E calmluféipdf x + e 9 O lIi|elf/C:[Users/AdminwshutaI/Deskmp/calculus‘galgpfl 31- 135114 7)2 000000 1 a 60 5 Cu “@939 SD 3 2 31- 142357 21 3 000000 11 T mlfig 0 1110 m 120 m 130 m 54. 29-111 17 000000 —> 0 1941176470538235 I a 35. 35- 1146153 11W M 60 g 30 E g 11 37. x = 0 123123111, 1000: =123,123123, x =0,12;113 , 999: :113 1.23 41 x _ _ 999 332 38. x=0.217171717... [Max:217 171711,, [OI 2171717 ...
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