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Physics Test #2

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Total cards: 14•Content version: v4•Public deck•Updated: 8/1/2026

Card preview (14)

#1
Front (Question)

LOST characteristics for an object past 2F of a converging lens

Back (Answer)

L =between 2F and F O= Inverted S = smaller T= real

#2
Front (Question)

LOST characteristics for an object on 2F of a converging lens

Back (Answer)

L= same or at 2F o= inverted s= same T= real

#3
Front (Question)

LOST characteristics for an object between 2F and F of a converging lens

Back (Answer)

L= beyond 2F o=inverted s= larger t= real

#4
Front (Question)

LOST characteristics for an object on F of a converging lens

Back (Answer)

No Image Formed

#5
Front (Question)

LOST characteristics for an object in front of F of a converging lens

Back (Answer)

L= Behind the lens O= Upright S= larger T= virtual

#6
Front (Question)

LOST characteristics for a diverging lens

Back (Answer)

L= Behind the lens O= Upright S= Smaller T= virtual

#7
Front (Question)

Similarities and differences between lenses and mirrors

Back (Answer)

Similarities -can make images that are real or virtual, upright or inverted and bigger or smaller -SALT can be used to describe changes for both Differences -in lenses light bends (refracts) in mirrors it bounces

#8
Front (Question)

when receiving questions about how deep an object would appear what is the 2 words that need to be stated

Back (Answer)

Apparent Depth

#9
Front (Question)

convex is like which type of lense

Back (Answer)

converging

#10
Front (Question)

concave is like which type of lense

Back (Answer)

diverging

#11
Front (Question)

In thin lense equations how do you know if D0 is negative or postive

Back (Answer)

ALWAYS POSITIVE

#12
Front (Question)

In thin lense equations how do you know if Di is negative or postive

Back (Answer)

real= postive virtual= negative

#13
Front (Question)

In thin lense equations how do you know if F is negative or postive

Back (Answer)

converging= positive diverging= negative

#14
Front (Question)

when is Hi negative for thin lense equations

Back (Answer)

when it’s an inverted image