Two pulses travelling on the same string are described by Y1 = 5/(3x – 4t)^2 + 2 and Y2 = -5/(3x + 4t -6)^2 + 2 (a) In which direction does each pulse travels? (b) At what instant do the two cancel
Sahay Sir > Question Answers > Two pulses travelling on the same string are described by Y1 = 5/(3x - 4t)^2 + 2 and Y2 = -5/(3x + 4t -6)^2 + 2 (a) In which direction does each pulse travels? (b) At what instant do the two cancel
Two waves passing through a region are represented by Y = (1.0 m) sin ((pie cm^-1)x – (50 pie s^-1)t) and y = (1.5 cm) sin ((pie/2 cm^-1)x – (100 pie s^-1)t). Find the displacement of the particle at x = 4.5 cm at time
04
Sep
Two waves passing through a region are represented by Y = (1.0 m) sin ((pie cm^-1)x – (50 pie s^-1)t) and y = (1.5 cm) sin ((pie/2 cm^-1)x – (100 pie s^-1)t). Find the displacement of the particle at x = 4.5 cm at time Two pulses travelling on the same string are described by [...]
Two pulses travelling on the same string are described by Y1 = 5/(3x – 4t)^2 + 2 and Y2 = -5/(3x + 4t -6)^2 + 2 (a) In which direction does each pulse travels? (b) At what instant do the two cancel
04
Sep
Two pulses travelling on the same string are described by Y1 = 5/(3x – 4t)^2 + 2 and Y2 = -5/(3x + 4t -6)^2 + 2 (a) In which direction does each pulse travels? (b) At what instant do the two cancel Two pulses travelling on the same string are described by Y1 = 5/(3x [...]