DATA: Determination of components of the forces in equilibrium: 1-In the first part of the experiment,...

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DATA: Determination of components of the forces in equilibrium: 1-In the first part of the experiment, assume the equilibrium is achieved with the following three forces given in the following figure. Note that the first force is horizontal, the second force is vertical and the third force makes an angle with the positive horizontal axis. Three different measurements for the forces and the angle is given in the following table. Using the equilibrium state, find the components of the forces for each measurement. F, F Makara 1 F (N) 0.153 0.398 0.302 +X F (N) 0.225 0.449 0.614 2-In the second part of the experiment, the equilibrium can be realized when the forces are generated by several masses as F = mg. Three different measurements of the angle and the masses are given in the following table for the forces which are oriented as sho components of the forces for each measurement. left. Using the equilibrium state, find the Makara 2 0 (Derece) 46 27 60 0 46 27 60 30.768 m (g) m (g) m3 (g) 15.628 22.908 16.214 40.569 45.760 19.908 62.596 54.643 Makara 3 F3 (N) 0.159 0.195 0.536 3-In the third part of the experiment, the equilibrium can be realized when the forces are generated by. several masses as F = mg. In this case, the first force makes an angle with the negative horizontal axis as well as the third force as shown in the following figure. Three different measurements of the angles and the masses are given in the following table. Using the equilibrium state, find the components of the forces for each measurement. * B 0 m (g) m2 (g) m3 (g) 17 34 21.401 24.488 21.053 26 55 30.642 47.778 54.658 35 49 42.522 54.568 64.987 DATA: Determination of components of the forces in equilibrium: 1-In the first part of the experiment, assume the equilibrium is achieved with the following three forces given in the following figure. Note that the first force is horizontal, the second force is vertical and the third force makes an angle with the positive horizontal axis. Three different measurements for the forces and the angle is given in the following table. Using the equilibrium state, find the components of the forces for each measurement. F, F Makara 1 F (N) 0.153 0.398 0.302 +X F (N) 0.225 0.449 0.614 2-In the second part of the experiment, the equilibrium can be realized when the forces are generated by several masses as F = mg. Three different measurements of the angle and the masses are given in the following table for the forces which are oriented as sho components of the forces for each measurement. left. Using the equilibrium state, find the Makara 2 0 (Derece) 46 27 60 0 46 27 60 30.768 m (g) m (g) m3 (g) 15.628 22.908 16.214 40.569 45.760 19.908 62.596 54.643 Makara 3 F3 (N) 0.159 0.195 0.536 3-In the third part of the experiment, the equilibrium can be realized when the forces are generated by. several masses as F = mg. In this case, the first force makes an angle with the negative horizontal axis as well as the third force as shown in the following figure. Three different measurements of the angles and the masses are given in the following table. Using the equilibrium state, find the components of the forces for each measurement. * B 0 m (g) m2 (g) m3 (g) 17 34 21.401 24.488 21.053 26 55 30.642 47.778 54.658 35 49 42.522 54.568 64.987