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An object that has a height of 0.4 meter is placed at a distance of 0.7 meter from a concave spherical mirror. An image is formed in front of the mirror and has a height of 0.35 meter. The image is located at 0.6125 m far from the mirror.

Solution:

M = (image distance,V) / (Object distance, U). Using the first formula, M = 0.35/0.4 = 0.875; Now from the second formula, M = V/U; 0.875 = V/0.7; V = 0.875 × 0.7; = 0.6125 m.

Added 8/28/2021 12:33:41 PM

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last phase of the hazard mitigation program

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Updated 8/28/2021 12:37:37 PM

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Cezss

Seek the resources and opportunities to achieve the plan's goals and objectives, and make sure the plan is kept current occurs during the last phase of the hazard mitigation program.

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