A convex spherical mirror has a radius of curvature of 11.0 cm . Calculate the l

Question

A convex spherical mirror has a radius of curvature of 11.0 cm .

Calculate the location of the image formed by an 8.00-mm-tall object whose distance from the mirror is 18.0 cm s = -4.21  cm

Part B

Calculate the size of the image.

Part C

Calculate the location of the image formed by an 8.00-mm-tall object whose distance from the mirror is 10.0 cm .

Part D

Calculate the size of the image.

Part E

Calculate the location of the image formed by an 8.00-mm-tall object whose distance from the mirror is 2.60 cm .?

Part G

Calculate the location of the image formed by an 8.00-mm-tall object whose distance from the mirror is 10.4 m .cm

Part B

Calculate the size of the image.

Part C

Calculate the location of the image formed by an 8.00-mm-tall object whose distance from the mirror is 10.0 cm .

Part D

Calculate the size of the image.

Part E

Calculate the location of the image formed by an 8.00-mm-tall object whose distance from the mirror is 2.60 cm .?

Part G

Calculate the location of the image formed by an 8.00-mm-tall object whose distance from the mirror is 10.4 m .cm

Explanation / Answer

a) f = R / 2 = -11.0 / 2 = -5.5 cm

1/f = 1/p + 1/i

1/i = 1/-5.5 - 1/18

i = -4.21 cm

b) h' / h = -i/p

h' = 4.21 * 8.00 / 18

h' = 1.87 mm

c) 1/f = 1/p + 1/i

1/i = 1/-5.5 - 1/10

i = -3.55 cm

d) h' / h = -i/p

h' = 3.55 * 8.00 / 10

h' = 2.84 mm

e) 1/f = 1/p + 1/i

1/i = 1/-5.5 - 1/2.6

i = -1.765 cm

g) 1/f = 1/p + 1/i

1/i = 1/-0.055 - 1/10.4

i = -5.47 cm

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