Vector A is 3 units long at 25° and vector B is 3.5 units long at 105°. Draw the two vectors in a coordinate system schematically. Draw the sum of the two vectors in the same diagram. Calculate the x and y components of each vector. Calculate the x and y components of the vector C=A+B using the component method. .......................At time t=0 s, a stone is thrown from the top of a building horizontally with initial velocity 24 m/s. The building is so tall that the stone is still in the air at t=1.5 s. Calculate The horizontal displacement of the stone at 1=1.5 s. The vertical displacement of the stone at t=1.5 s
Vector A is 3 units long at 25° and vector B is 3.5 units long at 105°. Draw the two vectors in a coordinate system schematically. Draw the sum of the two vectors in the same diagram. Calculate the x and y components of each vector. Calculate the x and y components of the vector C=A+B using the component method. .......................At time t=0 s, a stone is thrown from the top of a building horizontally with initial velocity 24 m/s. The building is so tall that the stone is still in the air at t=1.5 s. Calculate The horizontal displacement of the stone at 1=1.5 s. The vertical displacement of the stone at t=1.5 s
Vector A is 3 units long at 25° and vector B is 3.5 units long at 105°. Draw the two vectors in a coordinate system schematically. Draw the sum of the two vectors in the same diagram. Calculate the x and y components of each vector. Calculate the x and y components of the vector C=A+B using the component method. .......................At time t=0 s, a stone is thrown from the top of a building horizontally with initial velocity 24 m/s. The building is so tall that the stone is still in the air at t=1.5 s. Calculate The horizontal displacement of the stone at 1=1.5 s. The vertical displacement of the stone at t=1.5 s
Vector A is 3 units long at 25° and vector B is 3.5 units long at 105°. Draw the two vectors in a coordinate system schematically. Draw the sum of the two vectors in the same diagram. Calculate the x and y components of each vector. Calculate the x and y components of the vector C=A+B using the component method. .......................At time t=0 s, a stone is thrown from the top of a building horizontally with initial velocity 24 m/s. The building is so tall that the stone is still in the air at t=1.5 s. Calculate The horizontal displacement of the stone at 1=1.5 s. The vertical displacement of the stone at t=1.5 s
System that uses coordinates to uniquely determine the position of points. The most common coordinate system is the Cartesian system, where points are given by distance along a horizontal x-axis and vertical y-axis from the origin. A polar coordinate system locates a point by its direction relative to a reference direction and its distance from a given point. In three dimensions, it leads to cylindrical and spherical coordinates.
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