Focal Length - MCAT Chemical and Physical Foundations of Biological Systems

Since the focal point falls behind the mirror it must be convex. The radius of curvature can be found using the focal length equation.

Since the focal length is negative, the lens is diverging.

The diopter of a lens is found through the following formula:

Since the focal length of the lens is :

Since the mirror is concave, the focal point will be in front of the mirror. The focal length is equal to one half of the radius of curvature.

Rc is the radius of curvature. Plugging in 0.85m for Rc allows us to solve for the focal length.

0.43m is equal to 43cm.

Since the focal point falls behind the mirror it must be convex. The radius of curvature can be found using the focal length equation.

Since the focal length is negative, the lens is diverging.

The diopter of a lens is found through the following formula:

Since the focal length of the lens is :

Since the mirror is concave, the focal point will be in front of the mirror. The focal length is equal to one half of the radius of curvature.

Rc is the radius of curvature. Plugging in 0.85m for Rc allows us to solve for the focal length.

0.43m is equal to 43cm.

Since the focal point falls behind the mirror it must be convex. The radius of curvature can be found using the focal length equation.

Since the focal length is negative, the lens is diverging.

The diopter of a lens is found through the following formula:

Since the focal length of the lens is :

Since the focal point falls behind the mirror it must be convex. The radius of curvature can be found using the focal length equation.

Since the mirror is concave, the focal point will be in front of the mirror. The focal length is equal to one half of the radius of curvature.

Rc is the radius of curvature. Plugging in 0.85m for Rc allows us to solve for the focal length.

0.43m is equal to 43cm.

Since the focal length is negative, the lens is diverging.

The diopter of a lens is found through the following formula:

Since the focal length of the lens is :

Since the mirror is concave, the focal point will be in front of the mirror. The focal length is equal to one half of the radius of curvature.

Rc is the radius of curvature. Plugging in 0.85m for Rc allows us to solve for the focal length.

0.43m is equal to 43cm.

Since the focal point falls behind the mirror it must be convex. The radius of curvature can be found using the focal length equation.

Since the focal length is negative, the lens is diverging.

The diopter of a lens is found through the following formula:

Since the focal length of the lens is :

Since the mirror is concave, the focal point will be in front of the mirror. The focal length is equal to one half of the radius of curvature.

Rc is the radius of curvature. Plugging in 0.85m for Rc allows us to solve for the focal length.

0.43m is equal to 43cm.

Since the focal point falls behind the mirror it must be convex. The radius of curvature can be found using the focal length equation.

Since the focal length is negative, the lens is diverging.

The diopter of a lens is found through the following formula:

Since the focal length of the lens is :

Since the focal point falls behind the mirror it must be convex. The radius of curvature can be found using the focal length equation.

Since the mirror is concave, the focal point will be in front of the mirror. The focal length is equal to one half of the radius of curvature.

Rc is the radius of curvature. Plugging in 0.85m for Rc allows us to solve for the focal length.

0.43m is equal to 43cm.