When the angle between two plane mirrors is $60^{o}$ , how many multiple images will be formed by the mirrors?

Question

When the angle between two plane mirrors is 60-o- how many multiple images will be formed by the mirrors-5678

Toppr Admin · Accepted Answer

The correct option is A 5Number of images formed by two plane mirrors at an angle of -x3B8-is given byno-ofimages-360-x3B8-x2212-1According to question-x3B8-600Hence noofimages-36060-x2212-1no-ofimages-5

When the angle between two plane mirrors is $60^{o}$ , how many multiple images will be formed by the mirrors?
$5$
$6$
$7$
$8$

The correct option is A $5$
Number of images formed by two plane mirrors at an angle of $θ$ is given by
$n o . o f i m a g e s = \frac{360}{θ} - 1$
According to question
$θ = 60^{0}$
Hence $n o o f i m a g e s = \frac{360}{60} - 1$
$n o . o f i m a g e s = 5$

When the angle between two plane mirrors is 60o, how many multiple images will be formed by the mirrors?5678

The correct option is A 5Number of images formed by two plane mirrors at an angle of θis given byno.ofimages=360θ−1According to questionθ=600Hence noofimages=36060−1no.ofimages=5

When the angle between two plane mirrors is $60^{o}$ , how many multiple images will be formed by the mirrors?
$5$
$6$
$7$
$8$

The correct option is A $5$
Number of images formed by two plane mirrors at an angle of $θ$ is given by
$n o . o f i m a g e s = \frac{360}{θ} - 1$
According to question
$θ = 60^{0}$
Hence $n o o f i m a g e s = \frac{360}{60} - 1$
$n o . o f i m a g e s = 5$