A concave spherical mirror has a radius of curvature of 12.0cm . Part A Calculat

ID: 1301608 • Letter: A

Question

A concave spherical mirror has a radius of curvature of 12.0cm .

Part A

Calculate the location of the image formed by an 6.00-mm-tall object whose distance from the mirror is 24.0cm .

Part C

Calculate the location of the image formed by an 6.00-mm-tall object whose distance from the mirror is 12.0cm

Part E

Calculate the location of the image formed by an 6.00-mm-tall object whose distance from the mirror is 3.00cm .

Part G

Calculate the location of the image formed by an 6.00-mm-tall object whose distance from the mirror is 10.0m .

focal length is f = R/2 = 12/2 = 6 cm...

A) -v/u = (f-v)/f....

v = u*f/(u-f) = 24*6/(24-6) = 8cm between center of curvature C and Focus...

B) v = u*f/(u-f) = 12*6/(12-6) = 12cm at the center of curvature C

E) v = u*f/(u-f) = 3*6/(3-6) = -6cm behind the mirror...

G) v = u*f/(u-f) = 10*6/(10-6) = 15cm between infinity and ncenter of curvature C (infront of the mirror).

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