Assuming S is a pt source, derive the eqn in terms of P and r for the intensity I, at a pt dist r away from it
Intensity I at a pt is the energy per unit time per unit area transported normally thro a surface by a wave. Since S is a pt source, energy is transmitted radially and equally in all directions. The SA thro which energy is transported is spherical, centred at the source. hence, area = 4πr^2. Thus, I= Power of source/(2πr^2) (derived)
eqn for phase diff (2)
Φ = x/λ (2π) Φ = t/T (2π)
Eqn for speed of a progressive wave
v=fλ