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IF |vec(A)| = 2 and |vec(B)| = 4, then m...

IF `|vec(A)| = 2` and `|vec(B)| = 4`, then match the relation in Column I with the angle `theta` between A and B in Column II.

Now, mark the correct above choice from the given codes :

A

(a)p-ii, q-i, r-iv,s-iii

B

(b)p-iv, q-iii,r-i,s-ii

C

(c)p-I,q-iii,e-iv,s-ii

D

(d)p-iii, q-iv, r-i ,s-ii

Text Solution

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The correct Answer is:
A
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If |A|=2 and |B| = 4, then match the relation in Column I with the angle theta between A and B in Column II.

If | vec A | =2 and | vec B| =4 , then match the relations in column I with the angle theta between vec A and vec B in column II. Column I, Column II (a) |vec A xx vec B| =0 , (i) theta =30^@ (b) | vec A xx vec B|=0 , (ii) theta =45^@ (c ) vec A xx vec B| =4 , (iii) theta =90^@ (d) | vec A xxx vec B| = 4 sqrt 2 , (iv) theta =0^@ .

Match the Column I with Column II and mark the correct option from the given codes.

Match column I with II and choose the correct option from given code

Match the column I and with column II and mark the appropriate choice .

Match the column I with Column II and mark the appropriate choice .

Match the column I with Column II and mark the appropriate choice

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