the vector that must be added to the vector i-3j+2k and 3i+6j-7k so that the resultant vector is a unit vector along the y axis
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Answered by
511
Hey there :....
We have :
A= i-3j+2k and B= 3i +6j-7k
So here we want A+B+C= j. -(1) ( j is the unit vector along y axis)
So A+B = 4i + 3j -5k. - (2)
So by subst.( 2) in( 1) :
4i + 3j -5k. + C= j
C= j - ( 4i + 3j -5k.)
= j-4i -3j +5k
= -4i -2j + 5k
Hence, -4i -2j + 5k is the vector which must be added so that the resultant is a unit vector along y direction....
Hope it helps u...... ^_^
We have :
A= i-3j+2k and B= 3i +6j-7k
So here we want A+B+C= j. -(1) ( j is the unit vector along y axis)
So A+B = 4i + 3j -5k. - (2)
So by subst.( 2) in( 1) :
4i + 3j -5k. + C= j
C= j - ( 4i + 3j -5k.)
= j-4i -3j +5k
= -4i -2j + 5k
Hence, -4i -2j + 5k is the vector which must be added so that the resultant is a unit vector along y direction....
Hope it helps u...... ^_^
Answered by
75
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