0
You visited us 0 times! Enjoying our articles? Unlock Full Access!
Question

If $A= [0124] B= [1122] $,
and C=[1010], then 2A+3BC=

  1. [45914]
  2. [43910]
  3. [45914]
  4. [45149]

A
[45914]
B
[43910]
C
[45914]
D
[45149]
Solution
Verified by Toppr

2A+3B-C=0248+33661010=45914

Was this answer helpful?
0
Similar Questions
Q1
If $A= [0124] B= [1122] $,
and C=[1010], then 2A+3BC=

View Solution
Q2
If |a|=1,|b|=4,ab=2 and c=2a×b3b, then the angle between b and c is
View Solution
Q3
Simplify
(a+b)(2a3b+c)(2a3b)c.
View Solution
Q4
If ¯¯¯a,¯¯b,¯¯c are non-coplanar vectors, then show that the vectors ¯¯¯a+3¯¯b5¯¯c,¯¯¯a+¯¯b+¯¯c and 2¯¯¯a3¯¯b+¯¯c are coplanar
View Solution
Q5
a and b are two vectors such that |a|=1, |b|=4, |c|2=192 and a.b=2. If c=(2a×b)3b, then the angle between b and c is
View Solution