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Mirror
By :Aries Triwidajati Soenoko
SMP Negeri 2 Cileunyi
Basic Competence
Investigate the characteristic of light and the relation with mirror and lens
Learning Objectives
After this lesson, student are able to :1. Drawing of an image through a ruler in
the mirror
2. Mention the characteristics of an image in the mirror
3. Calculate focus, object, image, and magnification positions.
Concave Mirror
Characteristic of concave mirror1. Concave mirror is part of the inner surface
of a hollow sphere2. Concave mirror product converge ray3. CM in daily life is used to collect ray, such as
: solar panel,
Principal axisM F O
Reflection of light in CM
Part of CM
M is geometric center (pusat lingkaran) R is the sphere radius (jari-jari) A is the center of mirror (pusat cermin) MA is the principal axis (sumbu utama) F is the focal point of the mirror (focus) FA is the focal lengt (jarak focus) The focal length is half the distance
between the mirror and the center of curvature M.
Sumbu utamaM F O
Real image
Paralel ray of the sun aor other object are reflected from a concave mirror at the focal point (F) of mirror
The focal point become bright on the paper, it is called image of the sun
An image is real image if rays actualy converge and pass trough the image
A real image can be seen on a piece of paper or screen.
Virtual image
A virtual image cannot be seen on a piece of paper or screen because, light rays do noot converge at virtual image.
Image of plan mirror is example of virtual image.
Drawing image on Concave mirror
Using three kind of rays1. The ray parallel of principle axis is
reflected through the focal point (F)2. The ray passing trough F is reflected
parallel to the principle axis3. The ray passing trough the center of
curvature C is reflected along its same path through C
Sumbu utamaM F O
Three kind of rays
Sumbu utamaM F O
Making image
Inverted, virtual, smaller
Sumbu utamaM F O
Inverted, virtual, bigger
Sumbu utamaM F O
Upright, virtual, bigger
Sumbu utamaM F O
Tidak terbentuk bayangan
Sumbu utamaM F O
Reverse, virtual, equal
Principle axisM F O
Making image
Bayangan diperkecil, terbalik dan nyata
III II I IV
Sumbu utamaM F O
Making image
Bayangan diperkecil, terbalik dan nyata
Sumbu utamaM F O
Bayangan diperbesar, terbalik dan nyata
Sumbu utamaM F O
Bayangan diperbesar, tegak dan maya
RESUME
ObjectRoom
ImageRoom
Characteristic of image
I IV Upright, virtual, bigger
II III Reverse, real, bigger
III II Reverse, real, smaller
IV I Upright, virtual, smaller
Go to menu Go to resume
Convex MirrorCharacteristic of convex mirror1. Convex mirror is part of the outer surface of a
hollow sphere2. Convex mirror product diverge ray3. Convex mirror does not form real image4. Convex mirror in daily life is used in car, and its
is used in stores to observe shoppers. 5. Focal point (f) is placed behind mirror (the focal
length is a negative number)
Sumbu utamaA F M
Principle axis
A F M
Three kind of light
Sumbu utamaA F M
Making image in convex mirror
Three kind of ray1. The ray parallel to the principal axis is
reflected as if it is from focal point (f)2. The ray to focal point is reflected parallel
to the principal axis3. The ray to the center of curvature M is
reflected along its same path through M
Sumbu utamaA F M
Making image in convex mirror
Sumbu utamaA F M
Sumbu utamaA F M
An equation can also be used to located the image and find its size. The focal length (f) the distance of the object from the mirror (S0) and the distance of the image from the mirror (S1) are related by the mirror equation :
10
111
SSf
The ratio of the size of the image (hi) to the size of the object (h0) is called the magnification (m). The magnification is related to the distances to the mirror by equation :
00 S
S
h
hm ii
If Si and S0 positive, the both m and hi are negative. This means that the image is inverted.
Resume
f always negative (-) Convex mirror always form virtual image,
smaller and upright The object always on the 4th room
Characteristics of Focus of a Concave and a Convex Mirror
Review1. A concave mirror has a radius of curvature of 60
cm. Calculate the image position and magnification of an object placed in front of the mirror at distances of (a) 90 cm and (b) 20 cm. (c) Draw ray diagrams to obtain the image in each case.
2. Calculate the image position and magnification for an object placed (a) 20 cm and (b) 60 cm in front of a convex mirror of focal length 40 cm. (c) Use ray diagrams to locate image positions corresponding to the object positions in (a) and (b).
TIDAK ADA KATA SULIT BAGI KALIAN YANG INGIN MAJU
Good Luck
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