CLASS X CBSE SCIENCE PHYSICS ANSWER, Study notes of Environmental science

This is the cbse class x science physics question note that help you very much

Typology: Study notes

2025/2026

Available from 03/31/2026

javed-ali-5
javed-ali-5 🇮🇳

4 documents

1 / 3

Toggle sidebar

This page cannot be seen from the preview

Don't miss anything!

bg1
Class Notes
Science
CBSE
Question: PHYSICS
Human Vision and How We See Colors
1. Myopia means trouble seeing distant things clearly. One reason it happens is when the
eye grows too long from front to back. Another cause can be an eyeball lens that bends
light too strongly. Light rays meet too soon, landing in front of the retina instead of on it.
This creates blurry vision far away. A concave lens helps by spreading out the rays before
they enter the eye. That shifts the focus point backward onto the retina. Diagrams show
how uncorrected myopia focuses early. The corrected version uses a diverging lens to fix
the path. Vision clears once light lands where it should. Eye shape matters more than
people often think.
2. A person who has trouble seeing far away can clearly make out things only up to 1.2
meters. To fix this issue, a corrective lens is needed that bends light before it reaches the
eye. Such a lens must spread rays outward so the image forms correctly on the retina.
This kind of adjustment requires a concave piece made specifically for the individual. The
strength depends on how much correction is necessary for clear distant sight. Calculating
pf3

Partial preview of the text

Download CLASS X CBSE SCIENCE PHYSICS ANSWER and more Study notes Environmental science in PDF only on Docsity!

Class Notes

Science

CBSE

Question: PHYSICS

Human Vision and How We See Colors

  1. Myopia means trouble seeing distant things clearly. One reason it happens is when the eye grows too long from front to back. Another cause can be an eyeball lens that bends light too strongly. Light rays meet too soon, landing in front of the retina instead of on it. This creates blurry vision far away. A concave lens helps by spreading out the rays before they enter the eye. That shifts the focus point backward onto the retina. Diagrams show how uncorrected myopia focuses early. The corrected version uses a diverging lens to fix the path. Vision clears once light lands where it should. Eye shape matters more than people often think.
  2. A person who has trouble seeing far away can clearly make out things only up to 1. meters. To fix this issue, a corrective lens is needed that bends light before it reaches the eye. Such a lens must spread rays outward so the image forms correctly on the retina. This kind of adjustment requires a concave piece made specifically for the individual. The strength depends on how much correction is necessary for clear distant sight. Calculating

the right value involves using the far point distance in reverse. So the solution lies in choosing a diverging option with precise focusing ability.

Answer:

Part (1):

Up close, things look sharp. Far away stuff turns blurry. Light lands too soon inside the eye - just ahead of the retina. That shift messes up distance clarity. Clear sight at arm's length swaps for haze beyond. What should hit the center misses by a hair. Too much bend in the lens makes it happen. The shape stretches longer than normal, changing how light lands. Curvature plays a big role here. Length matters just as much - when the eye grows too far front to back, focus shifts. One leads to the next, often at the same time. A concave lens, picked for its right focal length, fixes the issue. Rays coming in spread out because of it. That shift makes them land just where needed - on the retina.

Part (2):

When looking at things very far away, the eye needs to focus that light right where it can see clearly without strain. A clear picture forms only when the lens adjusts just enough for distance vision. That sharpness happens precisely at the individual’s natural limit of clear sight. Without adjustment, blur takes over beyond this boundary. When objects are extremely far away, the distance counts as infinite v equals minus one point two meters, measured at the farthest clear vision spot Start with the lens equation. One over focal length equals one over image distance minus one over object distance. Plugging numbers, one over v becomes one over negative 1.2. The term with infinity drops out, since one over a huge number is nearly zero. So the math leads to focal length being negative 1.2 meters. That value sticks after simplifying.