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Question 10 1 pts Instruction: Input numerical values only; no unit. Keep two decimal points for your numerical answer. Example: -3.14, -314.51, 3.14, 314.51 Assume your eye has an aperture diameter of $5.9 \times 10^{-3}$ m at night when two light bulbs are pointed at it. The distance between the light bulbs and your eye is L = 43,133 m. What is the minimum distance between the two light bulbs so you can see them as distinct (unit in meters, m)? Use an average wavelength of $500 \times 10^{-9}$ m for the light.

          Question 10
1 pts
Instruction: Input numerical values only; no unit. Keep two decimal points for your numerical answer.
Example: -3.14, -314.51, 3.14, 314.51
Assume your eye has an aperture diameter of $5.9 \times 10^{-3}$ m at night when two light bulbs are pointed at
it. The distance between the light bulbs and your eye is L = 43,133 m. What is the minimum distance
between the two light bulbs so you can see them as distinct (unit in meters, m)? Use an average
wavelength of $500 \times 10^{-9}$ m for the light.

Question 10
1 pts
Instruction: Input numerical values only; no unit. Keep two decimal points for your numerical answer.
Example: -3.14, -314.51, 3.14, 314.51
Assume your eye has an aperture diameter of 5.9 × 10^-3 m at night when two light bulbs are pointed at
it. The distance between the light bulbs and your eye is L = 43,133 m. What is the minimum distance
between the two light bulbs so you can see them as distinct (unit in meters, m)? Use an average
wavelength of 500 × 10^-9 m for the light.

Added by Annette T.

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