Q19 of 39 Page 1

Let and then

A. Let and find which makes and coplanar.


B. If and show that no value of can makes and coplanar.

Given:


For 3 vectors to be coplanar;



A.




∴ c3 = 3 for the vectors to be coplanar.


B.




∴ No value of c1 can make as coplanar.


More from this chapter

All 39 →
17

Evaluate: integrate _0^ pi xsinx/1+cos^2xdx.

OR


Evaluate: integrate _0^3/2|xsinpi x|dx

 18

Prove that is the general solution of the differential equation where C is a parameter.

 20

If are mutually perpendicular vectors of equal magnitudes, show that the vector is equally inclined to and Also, find the angle which makes with or or

21

The random variable X can take only the values 0, 1, 2, 3. Given that and such that find the value of p.