an object of size 4cm is placed at a distance of 15 cm Infront of a concave mirror of focal length 10 cm. find the size position and nature of the image About the author Everleigh
Solution Given :– Focal length of concave mirror = 10 cm Size of object = 4 cm Distance of object from focal length = 15 cm Find :– Image position and its nature Explanation Using mirror Formula [tex]\boxed{\tt{\red{\:\dfrac{1}{f}\:=\:\dfrac{1}{v}+\dfrac{1}{u}}}}[/tex] Where, f = – 10 cm h = – 15 cm Keep all values in formula ==> 1/(-10) = 1/(-15) + 1/v ==> 1/v = -1/10 + 1/15 ==> 1/v = (-15 + 10)/150 ==> 1/v = (-5)/150 ==> 1/v = -1/30 Or, ==> v = – 30 cm. Distance of image is (-ve) sign , that’s means image be real . _____________________ Reply
[tex]\huge\boxed{\fcolorbox{white}{gray}{Answer:⇢}}[/tex] Given :- Focal length of concave mirror = 10 cm Size of object = 4 cm Distance of object from focal length = 15 cm To Find :- Image position and its nature. Explanation :- Using Mirror Formula :- [tex]\boxed{\tt{\pink{\:\dfrac{1}{f}\:=\:\dfrac{1}{v}+\dfrac{1}{u}}}}[/tex] Where, f = – 10 cm h = – 15 cm Keep all values in formula ➟ 1/(-10) = 1/(-15) + 1/v ➟ 1/v = -1/10 + 1/15 ➟ 1/v = (-15 + 10)/150 ➟ 1/v = (-5)/150 ➟ 1/v = -1/30 Or, ➟ v = – 30 cm. Distance of image is (-ve) sign , that’s means image be real . ________________________ Reply
Solution
Given :–
Find :–
Explanation
Using mirror Formula
[tex]\boxed{\tt{\red{\:\dfrac{1}{f}\:=\:\dfrac{1}{v}+\dfrac{1}{u}}}}[/tex]
Where,
Keep all values in formula
==> 1/(-10) = 1/(-15) + 1/v
==> 1/v = -1/10 + 1/15
==> 1/v = (-15 + 10)/150
==> 1/v = (-5)/150
==> 1/v = -1/30
Or,
==> v = – 30 cm.
Distance of image is (-ve) sign , that’s means image be real .
_____________________
[tex]\huge\boxed{\fcolorbox{white}{gray}{Answer:⇢}}[/tex]
Given :-
To Find :-
Explanation :-
Using Mirror Formula :-
[tex]\boxed{\tt{\pink{\:\dfrac{1}{f}\:=\:\dfrac{1}{v}+\dfrac{1}{u}}}}[/tex]
Where,
Keep all values in formula
Or,
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