Answer:
Using the formula for the image distance of a concave mirror:
1/di + 1/do = 1/f
Where di is the image distance, do is the object distance, and f is the focal length.
We can solve for do:
do = (f*di)/(di-f)
Given:
di = 2 m
f = 2 m
do = (2*2)/(2-2)
do = 0 m
The dog is 0 m away from the mirror.
A concave mirror creates a real, inverted image of a dog 2 m away from its surface. If the image of the dog is 10 times larger how far away is the dog sitting from the mirror? Please show your work using grasp.
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