Real Image
Trending Questions
A real image is formed by a mirror when:
Reflected Rays actually intersect
Reflected Rays appear to intersect
When the objects is real
Can’t comment
Statement I : A plane mirror can never form a real image.
Statement II : The reflected rays from a mirror need to actually intersect to form a real image.
Statement II is correct and Statement I is incorrect
Statement I is correct and Statement II is incorrect
Statement I is correct and statement II is correct and statement II explains statement I
Statement I is correct and statement II is correct but statement II does not explain statement I
Paragraph : When the rays of light after being incident on a mirror, get reflected, two situations are possible. The rays may either intersect actually or they may diverge; in which case if extrapolated they appear to intersect. A real image is formed in the former case and a real image in the later.
Q If converging incident rays fall on a convex mirror:
A real image will be formed
A virtual image will be formed
Any type of image may form depending upon from where the rays are coming
Can not comment
Find the magnitude of image for an object at a distance of 10 cm from a concave mirror of focal length 5 cm
Less than 10 cm
More than 10 cm
Equal to 10 cm
Can’t calculate with the given data
If a parallel beam of light is incident on a plane mirror, the reflected rays will be
Focused at a point
Parallel
Neither a) nor b)
Depends on the medium the mirror is kept
A convex mirror will form a real image for a virtual object
True
False
A convex mirror cannot form a real image
Sometimes true
A curved mirror converges a parallel beam of light incident on it to its focus, the mirror is
concave
parabolic
plane mirror
convex
We get a real image when light rays, after reflection,
meet at a real point
meet at a virtual point
don’t meet anywhere
- diverge in different directions
As the object moves towards a concave mirror from infinity, the image will
keep getting enlarged
move towards the mirror
keep getting blurred
keep getting diminished
The normals drawn on a concave mirror
All converge at a certain point
All meet exactly where the object is kept
We can’t locate their point of convergence
All are parallel