a coin is placedat the bottom of a beaker containing water(refractive index=4/3) to a depth 12 cm. By what height the coin appears to be raised when seen from vertically above?
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Answer:
the height the coin appears to be raised when seen from vertically above=3cm
Explanation:
given that,
reflective index =4/3
real depth=12cm
apparent depth=?
reflective index =RD/AD
4/3=12/AD
AD*4=12*3
AD=12*3/4
AD=3*3
AD=9cm
now,
we have to find the height of the coin appears to be rise when seen from vertically above.
=real depth - apparent depth
=12 - 9 =3cm
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