A concave mirror can converge a parallel beam of light to a point. The reflection taking place, in this case, is a regular reflection.

True

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False

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Solution

The correct option is B
False

Regular reflection is a reflection in which all the incident parallel rays of light remains parallel after reflection from the reflecting surface. In case of concave mirrors, the parallel beam of light is converged to a point after reflection and hence ceases to be a parallel beam of light. Thus, the reflection is not regular, but an irregular one.

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Similar questions

Q. Statement 1: A concave mirror can converge a parallel beam of light to a point.
Statement 2: The reflection taking place in the above statement is a regular reflection.

A concave mirror can converge parallel beams of light at one point. But rays originating from the focus after reflection does not always travel parallel to the principal axis.

Q. If a converging beam of light is incident on a concave mirror, the reflected light:

We know that Concave mirror is converging in nature but If it is seen that rays after reflection from concave mirror have become parallel instead of getting converged then in this case where must have been the object placed?

Regular reflection takes place when a beam of light strikes :

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