Let r be the angle of the ray, and R the angle of reflection.
If the wall is flat (i.e., if its angle is 0), then we know that r + R = Pi/2.
Now suppose the wall has angle w. Then rotate the diagram by -w,
so that the wall is now flat again, and the angles of the ray and its
reflection are now r - w and R - w, respectively.
We then have (r - w) + (R - w) = Pi/2, which should give you enough
information to find R.
There isn't a formula for determining the degrees of a simple acute angle. The only way is with a protractor or estimate.
The angle of incidence is ALWAYS equal to the angle of reflection! This is one of the laws of reflection.
The angle of reflection is equal to angle of incidence. Therefore angle of reflection will be also equal to 32.
The angle of reflection increases also.
law of reflection
There isn't a formula for determining the degrees of a simple acute angle. The only way is with a protractor or estimate.
The angle of incidence is ALWAYS equal to the angle of reflection! This is one of the laws of reflection.
the angle of incidence is equal to the angle of reflection
The angle used to make the angle of reflection.
The angle of reflection.
The angle of reflection is equal to angle of incidence. Therefore angle of reflection will be also equal to 32.
The angle of reflection increases also.
Angle of incidence is equal to the angle of reflection
law of reflection
Angle of incidence can be anything. Angle of reflection is the same as angle of incidence.
0(zero) Angle of incidence = angle of reflection
the angle of incidence is the initial ray angle and the angle of reflection is the reflected ray angle