The Radii of curvature of both spherical surface
convex lens of mu=1.5
are 20cm each.
An object of height 5 cm. is placed before
the lens at a distance of 10 cm. Find the
position, Nature and size of the image. SORRY IT IS PHYSICS QUESTION AND I WROTE CHEMISTRY BY MISTAKE
Answers
Answer.
Here R
Here R 1
Here R 1
Here R 1 = 20 cm, R
Here R 1 = 20 cm, R 2
Here R 1 = 20 cm, R 2
Here R 1 = 20 cm, R 2 = -40 cm, f = 20 cm
Here R 1 = 20 cm, R 2 = -40 cm, f = 20 cmUsing lens maker's formula we get,
Here R 1 = 20 cm, R 2 = -40 cm, f = 20 cmUsing lens maker's formula we get,20
Here R 1 = 20 cm, R 2 = -40 cm, f = 20 cmUsing lens maker's formula we get,201
Here R 1 = 20 cm, R 2 = -40 cm, f = 20 cmUsing lens maker's formula we get,201
Here R 1 = 20 cm, R 2 = -40 cm, f = 20 cmUsing lens maker's formula we get,201 =(μ−1)(
Here R 1 = 20 cm, R 2 = -40 cm, f = 20 cmUsing lens maker's formula we get,201 =(μ−1)( 20
Here R 1 = 20 cm, R 2 = -40 cm, f = 20 cmUsing lens maker's formula we get,201 =(μ−1)( 201
Here R 1 = 20 cm, R 2 = -40 cm, f = 20 cmUsing lens maker's formula we get,201 =(μ−1)( 201
Here R 1 = 20 cm, R 2 = -40 cm, f = 20 cmUsing lens maker's formula we get,201 =(μ−1)( 201 +
Here R 1 = 20 cm, R 2 = -40 cm, f = 20 cmUsing lens maker's formula we get,201 =(μ−1)( 201 + 40
Here R 1 = 20 cm, R 2 = -40 cm, f = 20 cmUsing lens maker's formula we get,201 =(μ−1)( 201 + 401
Here R 1 = 20 cm, R 2 = -40 cm, f = 20 cmUsing lens maker's formula we get,201 =(μ−1)( 201 + 401
Here R 1 = 20 cm, R 2 = -40 cm, f = 20 cmUsing lens maker's formula we get,201 =(μ−1)( 201 + 401 )
Here R 1 = 20 cm, R 2 = -40 cm, f = 20 cmUsing lens maker's formula we get,201 =(μ−1)( 201 + 401 )20
Here R 1 = 20 cm, R 2 = -40 cm, f = 20 cmUsing lens maker's formula we get,201 =(μ−1)( 201 + 401 )201
Here R 1 = 20 cm, R 2 = -40 cm, f = 20 cmUsing lens maker's formula we get,201 =(μ−1)( 201 + 401 )201
Here R 1 = 20 cm, R 2 = -40 cm, f = 20 cmUsing lens maker's formula we get,201 =(μ−1)( 201 + 401 )201 =(μ−1)
Here R 1 = 20 cm, R 2 = -40 cm, f = 20 cmUsing lens maker's formula we get,201 =(μ−1)( 201 + 401 )201 =(μ−1) 40
Here R 1 = 20 cm, R 2 = -40 cm, f = 20 cmUsing lens maker's formula we get,201 =(μ−1)( 201 + 401 )201 =(μ−1) 403
Here R 1 = 20 cm, R 2 = -40 cm, f = 20 cmUsing lens maker's formula we get,201 =(μ−1)( 201 + 401 )201 =(μ−1) 403
Here R 1 = 20 cm, R 2 = -40 cm, f = 20 cmUsing lens maker's formula we get,201 =(μ−1)( 201 + 401 )201 =(μ−1) 403 ⇒μ=
Here R 1 = 20 cm, R 2 = -40 cm, f = 20 cmUsing lens maker's formula we get,201 =(μ−1)( 201 + 401 )201 =(μ−1) 403 ⇒μ= 3
Here R 1 = 20 cm, R 2 = -40 cm, f = 20 cmUsing lens maker's formula we get,201 =(μ−1)( 201 + 401 )201 =(μ−1) 403 ⇒μ= 35
Here R 1 = 20 cm, R 2 = -40 cm, f = 20 cmUsing lens maker's formula we get,201 =(μ−1)( 201 + 401 )201 =(μ−1) 403 ⇒μ= 35