Home
Class 10
MATHS
[" Tay of light travelling in the direct...

[" Tay of light travelling in the direction "1/2(hat i+sqrt(3)hat j)" is incident on a plane mirror.After reflection,it travela "],[" ong the direction "1/2(i-sqrt(3)hat j)" .The angle of incidence is: "]

Promotional Banner

Similar Questions

Explore conceptually related problems

A ray of light travelling in the direction 1/2 (hati+sqrt(3)hatj) is incident on a plane mirror. After reflectiion, it travels along the direction 1/2(hati+sqrt(3)hatj) . The angle of incidence is

A ray of light travelling in the direction (1)/(2) (hati+sqrt3hatj) is incident on a plane mirror. After reflection, it travels along the direction (1)/(2) (hati-sqrt3hatj) . The angle of incidence is

A ray of light travelling in the direction (1)/(2) (hati,+sqrt3hatj) is incident on a plane mirror. After reflection, it travels along the direction (1)/(2)(hati-sqrt3hatj) . The angle of incidence is

A ray of light travelling in the direction (1)/(2) (hati,+sqrt3hatj) is incident on a plane mirror. After reflection, it travels along the direction (1)/(2) (hati-sqrt3hatj) . The angle of incidence is

Find the component of a vectro vec A = 3 hat I + 2 hat j along the direction of ( hat I + hat j)

The direction cosines of a vector hat(i) + hat(j) + sqrt(2)hat(k) are :

The direction cosines of a vector hat(i) + hat(j) + sqrt(2)hat(k) are :

Find the projection of (8hat(i)+hat(j)) in the direction of (hat(i)+2hat(j)-2hat(k))

Find the component of a vector vec A = 3 hat I + 4 hat j along the direction of 2hat I -3 hat j .

A ray of light is incident on a plane mirror along a vector hat i+hat j- hat k. The normal on incidence point is along hat i+ hat j .Find a unit vector along the reflected ray.