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MTH 240 (151)
Lecture 25

# MTH 240 Lecture 25: MTH240-SEC14.2(1) Premium

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School
Department
Mathematics
Course
MTH 240
Professor
Jonah Horowitz
Semester
Winter

Description
and a,h) Wherefore, erdir. must be nique ala Path Selechu X-axis T O (X alen H. X-axis C0, y) alon) y-Axis has no and that and a,h) Wherefore, erdir. must be nique ala Path Selechu X-axis T O (X alen H. X-axis C0, y) alon) y-Axis has no and thatfoo) Path a) 69 on the x-axis . yea Path() anon ヲ /rx,o)- X(o) -O .shhhojeo 2 oz / 24k (2) onth y-axis ,曰X-。whfo9): O (6 →laッ (0,9)-(a)(9) ーーー。 det Choux thnd Path .Yux プ/Cx,ブ/-fox, r) a A_-x" , ㄧ一ー ーーーー (x,y)- ナ(X, x)-k-i-re along y L--Hva), doesn't eXis- (x,9h(w) (Ky,)-(010) X2tJy 0.9 (ow)-(0(0) Out y 4 (o.»doo) G) alog Xeye ヲhint doesn-Lexit 1-2 foo ) Path a ) 69 on the x - axis . yea Path ( ) anon ヲ / rx , o ) - X ( o ) -O .shhhojeo 2 oz / 24k ( 2 ) onth y - axis , 曰 X - 。whfo9 ) : O ( 6 → la ッ ( 0,9 ) - ( a ) ( 9 ) ーーー 。 det Choux thnd Path .Yux プ / Cx , ブ / -fox , r ) a A_ - x " , ㄧ 一 ー ーーーー ( x , y ) - ナ ( X , x ) -k - i - re along y L -- Hva ) , does n't eXis- ( x , 9h ( w ) ( Ky , ) - ( 010 ) X2tJy 0.9 ( ow ) - ( 0 ( 0 ) Out y 4 ( o . » doo ) G ) alog Xeye ヲ hint doesn - Lexit 1-2im、フCJCasy 69)-,10r.)ス6+ 2yz alon L*3 (0)Ca,L) ,一ㄥㄧˋ -O-2t_ o:o. 03 y Co> y Le 으스0-0 6艹 te. hmet alm th path 븃 yak3 x"/Cax3_ん X6G. (x.x3)-la.) X6+2X6 A,Vzla。)了 185 he ouvn I envishan'a of hint brt we Saa从d hmit .d fo,3) app voacha^ 2-an ck,y)-la,b) and urban le ll m frx, (x,y)ak,b for each number e.tue exob a Cone spad") numb r SheL thd. /fix,,)-LI y Le 으스 0-0 6 艹 te . hmet alm th path 븃 yak3 x " / Cax3_ ん X6G . ( x.x3 ) -la . ) X6 + 2X6 A , Vzla 。 ) 了 185 he ouvn I envishan'a of hint brt we Saa 从 d hmit .d fo , 3 ) app voacha ^ 2 - an ck , y ) -la , b ) and urban le ll m frx , ( x , y ) ak , b for each number e.tue exob a Cone spad " ) numb r SheL thd . / fix ,, ) - LI < c itto <
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