It seems that you have uploaded an image related to a table that involves calculating the percentage of transmitted and reflected light for various conditions (Clear, Foil, Black, and White).

To fill in the blanks for the "% Transmitted" and "% Reflected" columns, we will need to perform the following calculations:

1. % Transmitted:
   $\% \text{ Transmitted} = \left( \frac{\text{Transmitted light (lux)}}{\text{Incoming light (lux)}} \right) \times 100$

2. % Reflected:
   $\% \text{ Reflected} = \left( \frac{\text{Reflected light (lux)}}{\text{Incoming light (lux)}} \right) \times 100$

I will now calculate the missing values based on the given information.

For the "Clear" condition:

• Incoming light = 1680 lux
• Transmitted light = 1360 lux
• Reflected light = 230 lux

Let me calculate that. Given values for the Clear condition incoming_clear = 1680 transmitted_clear = 1360 reflected_clear = 230

Calculating % Transmitted and % Reflected for Clear

percent_transmitted_clear = (transmitted_clear / incoming_clear) * 100 percent_reflected_clear = (reflected_clear / incoming_clear) * 100

percent_transmitted_clear, percent_reflected_clearFor the "Clear" condition:

• % Transmitted = 80.95%
• % Reflected = 13.69%

Now, let's move on to the "Foil" condition:

• Incoming light = 1660 lux
• Transmitted light = 10+ lux (appears to be an unknown value or a range)
• Reflected light = 650 lux

Could you clarify the value for "Transmitted light" in the "Foil" condition or provide a more specific range?