Science Grade 10 - Pretest

Which type of mirror can form both real and virtual images?

• Convex mirror

• Concave mirror

• Plane mirror

• Spherical mirror

Where is the image formed by a concave mirror when the object is located beyond the center of curvature?

• Between the focal point and the center of curvature

• At the center of curvature

• Beyond the center of curvature

• At the focal point

What is the nature of the image formed by a convex mirror?

• Real and inverted

• Virtual and inverted

• Real and upright

• Virtual and upright

Which of the following statements is true about the size of the image formed by a concave mirror when the object is located between the focal point and the mirror?

• The image is larger than the object

• The image is smaller than the object

• The image is the same size as the object

• The image cannot be formed in this case

What happens to the image formed by a convex mirror when the object is moved closer to the mirror?

• The image becomes larger

• The image becomes smaller

• The image remains the same size

• The image disappears

In a concave mirror, where is the image formed when the object is located at the focal point?

• At the focal point

• Between the object and the mirror

• At infinity

• At the center of curvature

Which type of mirror always forms a virtual, upright, and reduced image?

• Convex mirror

• Concave mirror

• Plane mirror

• Spherical mirror

What happens to the image formed by a convex mirror when the object is moved farther to the mirror?

• The image becomes larger

• The image becomes smaller

• The image remains the same size

• The image disappears

What is the nature of the image formed by a concave mirror when the object is located between the focal point and the mirror?

• Real and inverted

• Virtual and inverted

• Real and upright

• Virtual and upright

In a mirror, where is the image formed when the object is located at infinity?

• At the focal point

• Between the object and the mirror

• At infinity

• At the center of curvature