How to Calculate Magnified Length of Image Seen Through a Magnifying Glass

Question:

You have a magnifying glass with a magnification level of 5x. The actual length of an emperor moth is 60 mm. What is the length of the image of the moth seen through the magnifying glass?

Answer:

The magnified length of the emperor moth viewed through a magnifying glass, with a magnification level of 5x, is 300 millimeters.

To determine the length of the image of the insect seen through the magnifying glass, we can use the equation:

Magnified Length = Actual Length x Magnification

Given that the magnification level is 5x and the actual length of the emperor moth is 60 mm, we can calculate as follows:

Magnified Length = 60 mm x 5 = 300 mm

Therefore, the magnified length of the emperor moth seen through the magnifying glass, with a magnification level of 5x, is 300 millimeters.

This calculation is based on the fact that magnification is the ratio of the size of the image seen through the magnifying glass to the actual size of the object. In this case, the image of the emperor moth is magnified 5 times, resulting in a length of 300 mm when viewed through the magnifying glass.