Answer:
To complete table 2 by getting the product of frequency and wavelength, we can use the formula:
Frequency x Wavelength = Frequency (x 10¹²/s) * Wavelength (x 10^-9 m)
Let's complete the table:
Color | Wavelength (x 10^-9 m) | Frequency (x 10^12/s) | Frequency x Wavelength (m/s)
------|-------------------------|-----------------------|-----------------------------
Red | 750 | 400 | (750 * 10^-9) * (400 * 10^12) = 3.0 * 10^17
Orange| 600 | 500 | (600 * 10^-9) * (500 * 10^12) = 3.0 * 10^17
Yellow| 575 | 520 | (575 * 10^-9) * (520 * 10^12) = 2.99 * 10^17
Green | 500 | 600 | (500 * 10^-9) * (600 * 10^12) = 3.0 * 10^17
Blue | 480 | 625 | (480 * 10^-9) * (625 * 10^12) = 3.0 * 10^17
Violet| 400 | 750 | (400 * 10^-9) * (750 * 10^12) = 3.0 * 10^17
So, the completed table is as follows:
Color | Wavelength (x 10^-9 m) | Frequency (x 10^12/s) | Frequency x Wavelength (m/s)
------|-------------------------|-----------------------|-----------------------------
Red | 750 | 400 | 3.0 * 10^17
Orange| 600 | 500 | 3.0 * 10^17
Yellow| 575 | 520 | 2.99 * 10^17
Green | 500 | 600 | 3.0 * 10^17
Blue | 480 | 625 | 3.0 * 10^17
Violet| 400 | 750 | 3.0 * 10^17
The values in the "Frequency x Wavelength (m/s)" column have been calculated accordingly.
