parameter 1s called the angular frequency ofthe finclion it is olten represented by the greek le

So in this question, you have a graph, right, which displays the displacement, X as a function o

hello everyone so here we have given the equation f of t equals to 26 sin x so from here for the

Assuming our angle is 50 degrees, we'd like to find the magnitude of the sum of the two phasers.

So in this question we have this graph. This is 0, 1, 2, 3, 4 and here also we have minus 1, min

In this question we have given two blocks that is block 1 and block 2 and it is told that both t

Question

Parameter 1 is called the angular frequency of the function. It is often represented by the Greek letter Ï‰. To understand what this means, first determine the time it takes for the dot to go around the circle once on the graph; this will be the time interval from the point where the graph crosses the time axis to the next time it crosses with the same slope. Select the graph: Go to Graph Tools and turn on the Interpolate feature. With the mouse, point to the third place where the Y(m) graph crosses the time axis. (You adjusted the phase angle so the first place crosses the origin of the graph.) The coordinates of that point are shown in the graph window. What is this value (with units) of the time interval (to three significant digits)? It is called the "period" of the motion and denoted T. With the mouse, point to the third place where the (m) graph crosses the time axis on the fixed graph. My value was 40.1002 s. The time found was -568 seconds. (m) Calculate This is the "frequency" of the motion. Write value with units.

          Parameter 1 is called the angular frequency of the function. It is often represented by the Greek letter Ï‰. To understand what this means, first determine the time it takes for the dot to go around the circle once on the graph; this will be the time interval from the point where the graph crosses the time axis to the next time it crosses with the same slope. Select the graph: Go to Graph Tools and turn on the Interpolate feature. With the mouse, point to the third place where the Y(m) graph crosses the time axis. (You adjusted the phase angle so the first place crosses the origin of the graph.) The coordinates of that point are shown in the graph window. What is this value (with units) of the time interval (to three significant digits)? It is called the "period" of the motion and denoted T. With the mouse, point to the third place where the (m) graph crosses the time axis on the fixed graph. My value was 40.1002 s. The time found was -568 seconds.

(m) Calculate
This is the "frequency" of the motion. Write value with units.

parameter 1s called the angular frequency ofthe finclion it is olten represented by the greek letter to undersland what this means first deternine the time uakes for the dol to eo around the 94123

Added by Aaron P.

Question

Please give Ace some feedback