hearing rattles from a snake, a boy make two rapid displacements of magnitude 1.8m and 2.4m in sketches show how the two displacements might add up to give magnitude of 4.2m, 3.0m and 0.6m?
Sketch?
Yes sir @chanz plssssss!
hearing rattles from a snake, a boy make two rapid displacements of magnitude 1.8m and 2.4m in sketches show how the two displacements might add up to give magnitude of 4.2m, 3.0m and 0.6m?
please sir/madam
To understand how the two displacements add up to give different magnitudes, we can represent the displacements as vectors. Vectors have both magnitude and direction. In this case, we can represent the magnitude of each displacement using the length of an arrow and the direction of the displacement using the direction of the arrow.
Let's start by understanding how the magnitude of two displacements can add up to 4.2m. We can represent the first displacement of magnitude 1.8m by drawing an arrow of that length. Then, we can draw a second arrow representing the second displacement of magnitude 2.4m. To add these displacements, we align the arrows head-to-tail. The resulting vector, drawn from the tail of the first arrow to the head of the second arrow, represents the total displacement. If the total displacement has a magnitude of 4.2m, you should adjust the length of the resulting vector so that it matches that magnitude.
Next, let's consider how the two displacements might add up to a magnitude of 3.0m. Repeat the same process where you draw the first displacement of 1.8m, followed by the second displacement of 2.4m. Adjust the resulting vector's length to match 3.0m.
Finally, to show how the displacements add up to 0.6m, follow the same procedure but adjust the resulting vector's length to 0.6m.
By visually representing the two displacements as vectors and adding them head-to-tail, you can determine how they add up to different magnitudes.