(i) Let position vectors of points A,B and C are a , b and c respectively. Point D divides line segm

(i) Let position vectors of points A,B and C are a , b and c respectively. Point D divides linesegment BC internally in the ratio 2 : 1. Find vector AD
(ii) Let ABCD is parallelogram. Position vector of points A,C and D are a , c and d respectively .If E divides line segement AB internally in the ratio 3 : 2 then find vector DE
(iii) Let ABCD is trapezium such that AB = 3DC . E divides line segement AB internally in the ratio2 : 1 and F is mid point of DC. If position vector of A,B and C are a,b and c respectively then find vector FE#maths #mathslearning #jeeadvanced #jeemain #mathematicsolympiad #jee #vectors #vector3d #plane #line #directioncosines #dotproduct #crossproduct #determinants #matrices #ceramers #limits #continuity #derivability #relations #function #inversetrigonometryfunction #itf #ITF
#fundamentalofmathematicsII #FoM #Modulus #Inequations #Inequalities #continuity #TransformationofCurves #IrrationalEquations #functions #differentiability #AoD #conicsection #logarithm #fom #inequalities #quadratic #probability #JEEMains #trickymathsquestion #IITJEE #maths #calculus #khansir #bhannatmaths

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