the focal length of the combination of convex lens of power 1d and concave lens of power -1.5d is
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1
Answer:
+1D+(-1.5)D
⇒ 1D-1.5D= -0.5D
Since the sign is negative (-), therefore the nature of lens is concave
Hope this helps :D
Answered by
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Given:-
- Power of Convex lens (P₁) = 1 d
- Power of Concave lens (P₂) = -1.5d
To Find:-
- Focal length of the combination (F).
Solution:-
As we know that
Power is defined as the reciprocal of its focal length.
Firstly we calculate the power of combination of lens
→ P = P¹ + P₂
Substitute the value we get
→ P = 1 + (-1.5)
→ P = 1-1.5
→ P = -0.5D
Now Calculating the Focal length of combination of lens
→ P = 1/F
Substitute the value we get
→ P = 1/F
→ -0.5 = 1/F
→ -1/0.5 = F
→ F = -2cm
∴ The focal length of the combination of lens is -2cm or 2/100 = 0.02m
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