Dentists use curved mirrors to view teeth inside of patients’ mouths. Suppose a dentist wants a magnification of +2.00 when the mirror is 1.25 cm from a tooth. The tooth’s actual size is 0.65 cm.
A magnification of +2.00 means that the image is _upright/ inverted_ and is _larger/ smaller_ than the object.
The dentist wants to view the tooth “in the mirror,” which means that the image must be _real/ virtual_ and that the image distance is _positive/ negative_. For a mirror, the positive side is the _reflecting/ back_ side. So, the tooth image is located on the _reflecting/ back_ side of the mirror.
Dentists use curved mirrors to view teeth inside of patients’ mouths. Suppose a dentist wants a magnification of +2.00 when the mirror is 1.25 cm from a tooth. The tooth’s actual size is 0.65 cm.
What is the size of the tooth image and its distance from the mirror
What is the curvature of the mirror
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