Simple ones can be represented by periodic circular functions; more complex ones are linear combinations of sines and cosines
Simple ones can be represented by periodic circular functions; more complex ones are linear combinations of sines and cosines. Examples include seismic secondary waves and most electromagnetic emissions. For 10 points—identify this type of motion in which all points along a wave oscillate on paths normal to the direction in which the wave advances.
Simple ones can be represented by periodic circular functions; more complex ones are linear combinations of sines and cosines.
{transverse} waves