| What is the path difference condition for constructive interference in diffraction? | The path difference between the two waves must be a multiple of one wavelength (\lambda), and the phase difference must be a multiple of 2\pi. |
| What is the path difference condition for destructive interference in diffraction? | The path difference between the two waves must not be a multiple of one wavelength (\lambda), and the phase difference must not be a multiple of 2\pi. |
| What is observed when waves diffract through two slits? | They create two sets of waves which interfere, producing a pattern of alternating bright and dark fringes on a screen. |
| Which fringe is the brightest in a two-slit diffraction pattern? | The central bright fringe is the brightest. |
| What happens to the brightness of the bright fringes as you move away from the centre? | The fringes get less bright as you move away from the centre. |
| Are the bright fringes in a two-slit diffraction pattern equally spaced? | Yes, the bright fringes are equally spaced. |
| How does the path difference relate to the fringe distance from the centre? | The further away the fringe is from the centre, the larger the path difference is between the waves. |
| Why do fringes become less bright further from the centre? | The larger path difference for fringes further from the centre causes the fringes to be less bright, even during constructive interference. |