#Help with A-Level physics Ray Diagrams
75 messages · Page 1 of 1 (latest)
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use the magnification formula to find a relation between v and u
It's part ii
Not iii
Mb
i mean, we have to get started somewhere
so yeah
height of image/ height of object = negative v/u
Or cm
we need the ratio so units are just there, we wont be needing units
Object height 3cm
yeah cuz there are equal number of smaller boxes above and below the point
so that makes the magnification -1/2
which means
v/u=1/2
now, we can make use of newtons formula
,w newtons formula for optics
Okay
Ion know this
It's alr
so we can assume a point on the axis to be the pole of our lens
Ye
and that point has to be such that u=2v
How come
from the magnification relation we just derived
Alr
here
so we are gonna assume a coordinate system with foot of the object as our origin
and this time around, we are going to assume one big square box as 1 unit
alr?
Ye
which brings the foot of our image to be (5,0)
what we need is a point that divides 0,0 and 5,0 in the ratio 2:1
and for that we use the legendary section formula
which gives us 10/3,0 to be the foot of our lens
got it?
Yes
alr cool
so now we get the object distance to be negaive 10/3
and the image distance to be positive 5/3
yeah we can do that once we get out numbers sorted out
Alr
now by substituting our values into lens formula
,w lens formula
huhh
,w lensmakers formula
so its 1/v+1/u = 1/f
where v = 5/3
u= -10/3
wait
i did smth wrong
@olive iron
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