1. Qhov ntev ntawm daim iav convex yog 10 cm thiab qhov deb ntawm cov khoom yog 20 cm. Txheeb xyuas (a) qhov deb ntawm daim duab (b) qhov loj ntawm daim duab
Paub:
Qhov ntev ntawm lub focal (f) = -10 cm
Lub cim rho tawm qhia tias qhov chaw tseem ceeb ntawm daim iav convex yog virtual
Qhov nrug ntawm yam khoom ( d o ) = 20 cm
Tshuaj:
Kev tsim cov duab los ntawm daim iav concave:

Qhov nrug ntawm daim duab (d i ):
1/ hnub = 1/ f – 1/ hnub = -1/10 – 1/20 = -2/20 – 1/20 = -3/20
dia = -20/3 = -6.7 cm
Lub cim rho tawm qhia tias daim duab yog virtual.
Kev loj hlob ntawm daim duab:
m = – di / do = -(-6.7)/20 = 6.7/20 = 0.3
m = 0,3 npaug me dua li qhov khoom.
Lub cim ntxiv qhia tias daim duab nyob rau sab saud.
2. Muab ib yam khoom siab 10-cm tso rau ntawm daim iav convex uas muaj qhov ntev focal ntev li 20 cm. Txiav txim siab qhov siab ntawm daim duab yog tias qhov deb ntawm yam khoom yog (a) 10 cm (b) 30 cm (c) 40 cm (d) 50 cm
Paub:
Qhov ntev ntawm daim iav convex (f) = -20 cm
Lub cim rho tawm qhia tias qhov chaw tseem ceeb yog virtual
Lub vojvoog ntawm qhov nkhaus ( r ) = 2 f = 2(20) = 40 cm
Qhov siab ntawm yam khoom (h) = 10 cm
Tshuaj:
a) qhov ntev ntawm lub focal (f) = -20 cm thiab qhov deb ntawm yam khoom (d o ) = 10 cm

Qhov nrug ntawm daim duab (d i ) :
1/ hnub = 1/ f – 1/ hnub = -1/20 – 1/10 = -1/20 – 2/20 = -3/20
dia = -20/3 = -6.7
Lub cim rho tawm qhia tias daim duab yog virtual lossis daim duab nyob tom qab daim iav.
Qhov loj ntawm daim duab ( m ):
m = – di / do = -(-6.7)/10 = 6.7/10 = 0.67
Lub cim ntxiv qhia tias daim duab sawv ntsug.
Daim duab me dua li qhov khoom 0.67.
Qhov siab ntawm daim duab (h i ):
m = h i / h o
h = h o m = (10 cm)(0.67) = 6.7 cm
b) qhov ntev ntawm lub focal (f) = -20 cm thiab qhov deb ntawm yam khoom ( d o ) = 30 cm

Qhov nrug ntawm daim duab ( d i ):
1/ di = 1/ f – 1/ d0 = -1/20 – 1/30 = -3/60 – 2/60 = -5/60
dia = -60/5 = -12
Lub cim rho tawm qhia tias daim duab yog virtual lossis daim duab nyob tom qab daim iav.
Qhov loj ntawm daim duab ( m ):
m = – di / do = -(-12)/30 = 12/30 = 0.4
Lub cim ntxiv qhia tias daim duab sawv ntsug.
Daim duab me dua 0,4 npaug ntawm yam khoom.
Qhov siab ntawm daim duab (h i ):
m = h i / h o
h = h o m = (10 cm)(0.4) = 4 cm
c) Qhov ntev ntawm lub focal (f) = -20 cm thiab qhov deb ntawm yam khoom ( d o ) = 40 cm

Qhov nrug ntawm daim duab ( d i ):
1/ di = 1/ f – 1/ d0 = -1/20 – 1/40 = -2/40 – 1/40 = -3/40
dia = -40/3 = -13.3
Lub cim rho tawm qhia tias daim duab yog virtual lossis daim duab nyob tom qab daim iav convex.
Qhov loj ntawm daim duab ( m ):
m = – di / do = -(-13.3)/40 = 13.3/40 = 0.3
Lub cim ntxiv qhia tias daim duab sawv ntsug.
Daim duab me dua li qhov khoom 0.3.
Qhov siab ntawm daim duab ( h i ) :
m = h i / h o
h = h o m = (10 cm)(0.3) = 3 cm
d) Qhov ntev ntawm lub focal (f) = -20 cm thiab qhov deb ntawm yam khoom ( d o ) = 50 cm
Qhov nrug ntawm daim duab ( d i ):
1/ di = 1/ f – 1/ d0 = -1/20 – 1/50 = -5/100 – 2/100 = -7/100
dia = -100/7 = -14.3
Lub cim rho tawm qhia tias daim duab yog virtual lossis daim duab nyob tom qab daim iav convex.
Qhov loj ntawm daim duab ( m ):
m = – di / do = -(-14.3)/50 = 14.3/50 = 0.3
Lub cim ntxiv qhia tias daim duab sawv ntsug.
Daim duab me dua li qhov khoom 0.3.
Qhov siab ntawm daim duab (h i ) :
m = h i / h o
h i = h o m = (10 cm)(0.3) = 3 cm
3. Ntawm yam khoom yog 20 cm nyob rau pem hauv ntej ntawm daim iav convex . Yog tias qhov siab ntawm daim duab yog 1/5 npaug ntawm qhov siab ntawm yam khoom, txiav txim siab ( a) qhov ntev ntawm daim duab b) qhov ntev focal c) cov yam ntxwv ntawm daim duab
Paub:
Qhov nrug ntawm yam khoom ( d o ) = 20 cm
Qhov siab ntawm daim duab (h i ) = 1/5 h = 0.2 h
Qhov siab ntawm yam khoom (h) = h
Tshuaj:
a) qhov deb ntawm daim duab ( d i )
Cov mis ntawm kev loj hlob ntawm daim duab :
m = h i / h o = 0.2h / h = 0.2
Lub cim ntxiv qhia tias daim duab sawv ntsug.
Daim duab me dua li qhov khoom 0.2.
Qhov nrug ntawm daim duab ( d i ):
– i = md o
dia = – mdo = -(0.2)(20 cm) = -4 cm
Lub cim rho tawm qhia tias daim duab yog virtual lossis daim duab nyob tom qab daim iav convex.
b) Qhov ntev ntawm lub focal ( f)
Qhov ntev ntawm lub focal (f):
1/ f = 1/ d0 + 1/ d i = 1/20 – 1/4 = 1/20 – 5/20 = -4/20
f = -20/4 = -5 cm
Lub cim rho tawm qhia tias qhov chaw tseem ceeb yog virtual.
c) Cov yam ntxwv ntawm daim duab:
- Ntsug
- Me dua
– virtual
4. Lub teeb ci ntsa iab rau daim iav convex uas sib luag rau lub axis yuav raug cuam tshuam….
A. mus rau qhov chaw tseem ceeb ntawm daim iav
B. raws li los ntawm qhov chaw tseem ceeb ntawm daim iav
C. dhau ntawm qhov chaw nruab nrab ntawm qhov nkhaus ntawm daim iav
D. perpendicular rau lub dav hlau iav
tshuaj
Qhov teeb meem tau kos rau hauv daim duab hauv qab no.

Cov lus teb yog B.
5. Ib tug neeg caij maus taus pom daim duab ntawm lub maus taus tom qab nws 1/6 npaug ntawm nws qhov loj qub thaum qhov deb ntawm tus neeg caij maus taus thiab maus taus yog 30 meters. Txheeb xyuas qhov radius ntawm curvature ntawm daim iav saib tom qab ...
A. 7.14 m
B. 8.57 m
C. 12.00 m
D. 24.00 m
Paub:
Kev loj ntawm daim duab (M) = 1/6 zaug
Qhov nrug ntawm yam khoom (d) = 30 meters
Xav tau: Lub vojvoog ntawm qhov nkhaus ntawm daim iav saib tom qab (R)
Tshuaj:
Xam qhov deb ntawm daim duab (d')
Vim tias qhov kev loj hlob ntawm daim duab (M) thiab qhov deb ntawm cov khoom (s) tau paub lawm, qhov kev ncua deb ntawm daim duab tuaj yeem paub siv cov mis ntawm kev loj hlob ntawm daim duab:

Lub cim tsis zoo txhais tau tias daim duab yog virtual. Daim duab nyob 5 meters tom qab daim iav convex.
Xam qhov ntev ntawm lub focal (f)
Vim tias qhov deb ntawm yam khoom (d) thiab qhov deb ntawm daim duab (d'), ces qhov ntev ntawm lub focal tuaj yeem suav los ntawm kev siv cov mis ntawm daim iav:

Lub vojvoog ntawm curvature (R)
Lub vojvoog ntawm curvature ntawm daim iav convex yog ob npaug ntawm qhov ntev ntawm daim iav convex.
R = 2 f = 2 (6 meters) = 12 meters
Lub vojvoog ntawm curvature ntawm daim iav convex yog 12 meters.
Cov lus teb yog C.
6. Daim iav convex raug xaiv los ua daim iav saib tom qab ntawm lub maus taus vim tias cov yam ntxwv ntawm daim duab tsim los ntawm daim iav yog ...
A. tiag tiag, ncaj nraim, txo qis
B. tiag tiag, ncaj nraim, nthuav dav
C. virtual, ncaj, txo qis
D. virtual, ncaj, nthuav dav
Tshuaj:

Raws li ob daim duab saum toj no nws tuaj yeem xaus lus tias cov khoom ntawm daim duab yog virtual, upright, minimized.
Cov lus teb yog C.
7. Ib yam khoom nyob deb li 12 cm ntawm daim iav convex uas muaj lub vojvoog ntawm 6 cm. Cov yam ntxwv ntawm daim duab yog...
A. tiag tiag, tig rov qab ntawm qhov deb ntawm 12 cm
B. tiag tiag, ncaj nraim ntawm qhov deb ntawm 4 cm
C. virtual, ncaj nraim ntawm qhov deb ntawm 2.4 cm
D. virtual, tig rov qab ntawm qhov deb ntawm 6 cm
Paub:
Qhov nrug ntawm yam khoom (d) = 12 cm
Lub vojvoog ntawm daim iav convex (r) = 6 cm.
Qhov ntev ntawm daim iav convex (f) = 6 cm / 2 = -3 cm
Qhov ntev ntawm daim iav convex yog kos npe tsis zoo vim nws yog virtual. Virtual vim nws tsis dhau los ntawm lub teeb.
Xav tau: Cov yam ntxwv ntawm daim duab
Tshuaj:
Qhov nrug ntawm daim duab (d'):
1/d' = 1/f – 1/d = -1/3 – 1/12 = -4/12 – 1/12 = -5/12
d' = -12/5 = -2.4 cm
Qhov nrug ntawm daim duab kos npe tsis zoo txhais tau tias daim duab yog virtual.
Kev loj ntawm daim duab (m):
m = -d' / d = -(-2.4) / 12 = 2.4 / 12 = 0.2 zaug
Qhov kev loj ntawm daim duab kos npe zoo txhais tau tias daim duab ncaj thiab qhov kev loj ntawm daim duab yog 0.2 txhais tau tias qhov loj ntawm daim duab me dua li qhov loj ntawm yam khoom (txo).
Cov lus teb yog C.
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