Physics, asked by kokatepravin939, 4 months ago

(6) Kavita from 10th is using spectacles. The power of the lenses in her spectacles is -
2.5 dioptre. Answer the following: -
(a) Which lenses are used in her spectacles?
(b) State the defect of vision Kavita is suffering from.
(c) Find the focal length of the lenses used in her spectacles.

Answers

Answered by srivastavaprashansa3
18

Answer:  Concave lens

Myopia

f=1/-2.5

Answered by Asterinn
67

Power of lenses of spectacles of Kavita = -2.5 dioptre

a) Which lenses are used in her spectacles?

=> Diverging lens or concave lens or dispersive lens are used in her spectacles.

(b) State the defect of vision Kavita is suffering from.

=> Kavita is suffering from myopia (or Nearsightedness).

(c) Find the focal length of the lenses used in her spectacles.

We know that:-

 \tt \longrightarrow \large f =  \dfrac{1}{p}  \\  \\  \tt where  \:  \: f = focal \: length \: and \: p = power

\tt \rightarrow  f =  \dfrac{1}{ - 2.5}

\tt \rightarrow  f =  \dfrac{1 0}{ - 25}  = \dfrac{ - 2}{ 5}

=> The focal length of the lenses used in her spectacles = -2/5

Myopic Eye :-

\setlength{\unitlength}{1.2cm}\begin{picture}(0,0)\thicklines\qbezier(0,1.72)(1.5,1.5)(1.67,0)\qbezier(1.67,0)(1.5,-1.5)(0,-1.72)\qbezier(0,1.72)(-1.2,1.7)(-1.7,1)\qbezier(0,-1.72)(-1.2,-1.7)(-1.7,-1)\qbezier(-1.7,1)(-2.3,0.7)(-2.3,0)\qbezier(-1.7,-1)(-2.3,-0.7)(-2.3,0)\qbezier(-1.7,1)(-2.13,0)(-1.7,-1)\qbezier(-1.7,1)(-1.15,0)(-1.7,-1)\put(-5,0){\line(1,0){5}}\put(-5,1.0){\line(1,0){3.3}}\put(-5,-1.0){\line(1,0){3.3}}\qbezier(-1.7,-1)(-1.7,-0.9)(0,0)\qbezier(-1.7,1)(-1.7,1)(0,0)\put(0,0){\line(1,0){1.7}}\put(-1,0){\vector(2,0){0}}\put(-1,0.6){\vector(2,-1){0}}\put(-1.1,-0.6){\vector(2,1){0}}\put(-3,0){\vector(1,0){0}}\put(-3,1){\vector(1,0){0}}\put(-3,-1){\vector(1,0){0}}\put(0,0){\circle{0.1}}\put(2,0){\large\bf Retina}\end{picture}

Far point of myopic eye :

\setlength{\unitlength}{1.2cm}\begin{picture}(0,0)\thicklines\qbezier(0,1.72)(1.5,1.5)(1.67,0)\qbezier(1.67,0)(1.5,-1.5)(0,-1.72)\qbezier(0,1.72)(-1.2,1.7)(-1.7,1)\qbezier(0,-1.72)(-1.2,-1.7)(-1.7,-1)\qbezier(-1.7,1)(-2.3,0.7)(-2.3,0)\qbezier(-1.7,-1)(-2.3,-0.7)(-2.3,0)\qbezier(-1.7,1)(-2.13,0)(-1.7,-1)\qbezier(-1.7,1)(-1.15,0)(-1.7,-1)\qbezier(1.7,0)(1.7,0)(-5,0)\qbezier( - 5,0)( - 5,0)( -1.7,0.9)\qbezier(1.7,0)(1.7,0)( -1.7,0.9)\qbezier( - 5,0)( - 5,0)( -1.7, - 0.9)\qbezier(1.7,0)(1.7,0)( -1.7, - 0.9)\put(0.3,0.34){\vector(2, -1){0}}\put(0.3, -0.34){\vector( 2,1){0}}\put(0.34,0){\vector(2,0){0}}\put( -3.1,0.54){\vector(2, 1){0}}\put( - 3.1, -0.54){\vector(2, - 1){0}}\put( -3.1,0){\vector(2,0){0}}\put( -6.3, - 0.1){\sf{Far point}}\put(2, - 0.1){\sf{Retina}}\end{picture}

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