sound waves\nwhat does the constant of variation of 340 represent in this situation?\nwavelength, x (m)…

sound waves\nwhat does the constant of variation of 340 represent in this situation?\nwavelength, x (m) frequency, y (waves/s)\n0.5 680\n1 340\n1.5 227\n2 170\n2.5 136\ntotal number of wavesheight of the waves in meters\nspeed of the waves in meters per second\ntime in seconds for one wave to pass a given point\ndone

sound waves\nwhat does the constant of variation of 340 represent in this situation?\nwavelength, x (m) frequency, y (waves/s)\n0.5 680\n1 340\n1.5 227\n2 170\n2.5 136\ntotal number of wavesheight of the waves in meters\nspeed of the waves in meters per second\ntime in seconds for one wave to pass a given point\ndone

Answer

Brief Explanations:

La velocidad de una onda sonora se calcula multiplicando la longitud de onda ($x$) por la frecuencia ($y$). En este caso, para cualquier valor de $x$ y $y$ en la tabla, $x\times y = 340$. Esta constante representa la velocidad de las ondas sonoras en metros por segundo en el medio en el que se propagan.

Answer:

C. speed of the waves in meters per second