The question asks about an eye defect where a person is unable to see nearby objects clearly. This condition is known as hypermetropia, commonly referred to as farsightedness.
In hypermetropia, the eye's focusing power is insufficient, causing light rays from nearby objects to focus at a point behind the retina, instead of directly on it. This results in blurred vision for close-up tasks.
To correct hypermetropia and enable clear focus on nearby objects, a lens is needed that adds converging power to the eye's optical system. This helps redirect the light rays to focus correctly on the retina.
A convex lens is used to correct hypermetropia. Convex lenses are thicker in the middle and converge light rays. By placing a convex lens of the appropriate power in front of the eye, it assists the eye's natural lens in focusing the image of nearby objects sharply onto the retina.
It's important to distinguish this from myopia (nearsightedness), where distant objects appear blurred and the correction involves a concave lens, which diverges light.
| Eye Defect Description | Condition Name | Corrective Lens Type |
|---|---|---|
| Cannot see nearby objects distinctly | Hypermetropia | Convex Lens |
| Cannot see distant objects distinctly | Myopia | Concave Lens |
Therefore, the person suffers from hypermetropia and requires a convex lens for correction.
$50 \ \Omega$, $50 \ \Omega$ and $100 \ \Omega$ resistors are connected in series in a circuit. They can be replaced with a single resistor of ______________in the circuit.