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MTH 141 (40)
Lecture 1

# MTH 141 Lecture 1: MTH141-sec1.1 Premium

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School
Ryerson University
Department
Mathematics
Course
MTH 141
Professor
Majed Alqasas
Semester
Fall

Description
Sect on 1.1 Vectors R and R Vectors R tahou and XL ate real numbers and X is an arrow thay have in tua Point at and terminal Point X, XL) the orig M 2 dem. splahe. vector X Gmphic is Sect on 1.1 Vectors R and R Vectors R tahou and XL ate real numbers and X is an arrow thay have in tua Point at and terminal Point X, XL) the orig M 2 dem. splahe. vector X Gmphic isDehnt R ve C Mathema Ca head ue Cr in lectors. in R Add: scalar duct a aveden be ex ends shrink am extends znks 21 and grap4 and -2 2,3 2 Dehnt R ve C Mathema Ca head ue Cr in lectors. in R Add: scalar duct a aveden be ex ends shrink am extends znks 21 and grap4 and -2 2,3 2Compte X-3 and ya, and Inphthm. Ken C."Fit 2x+ 3y 'P The tnectv eguaten a hit Consider the Inu | 9tven in th graph カal Passes thnyl th y「 CX9) Point ( x,y) Let beth vector tvem the ongim tote-Pa.ut Rye) Let d he authv Pannel hl thin td is th Sel alt veden, in direchan4d Hut Passes thro*)h thongh then t vector e4uateen ythj,pulis and Compte X - 3 and ya , and Inphthm . Ken C. " Fit 2x + 3y ' P The tnectv eguaten a hit Consider the Inu | 9tven in th graph カ al Passes thnyl th y 「 CX9 ) Point ( x , y ) Let beth vector tvem the ongim tote - Pa.ut Rye ) Let d he authv Pannel hl thin td is th Sel alt veden , in direchan4d Hut Passes thro * ) h thongh then t vector e4uateen ythj , pulis andG) ERar7h! 万 Hum hr esundan. / 7< la_e Parallel foth vechr --fa Passw3 through th Polwt PCOla) and Paknd 九龙hne untl ecereylkahan "X2 [tr1A xstr2 t [2] 國 Parametre and scalar eywatom1thhia. We know thi th vectur equaam % the linu is X, pttd PL + tdi x,, R-td, Param em equalms ,i
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