Answer Happy

1 of 9 Experiment 6-To study the resultant of forces by vector addition, using force table (Component method of vector Addition) Equipment Force table complete set with Pulleys, 3 Hangers, 1 Plastic ring. Spool of thread, Meter ruler, Masses and Protractor sheets Super Pulleys wih Claro (3) o antici Force Table with Carter Post and Detachable Legs Spool of The Porare PY 7 Cela Post PELLE Introduction The purpose of this experiment is to use the force table to experimentally determine the force which balances two other forces acting on the same object (knot). The result is checked by adding the two forces using the component method of adding the vectors. The Equilibrium force balances the Resultant force. The figure below shows the forces

BO 2 of 9 Introduction The purpose of this experiment is to use the force table to experimentally determine the force which balances two other forces acting on the same obost knot). The result is checked by adding the two forces using the component method of adding the vectors. The Equilibrium force balances the Resultant force. The figure below shows the forces -ER R+ In this experiment the resultant force is found by adding the two vector forces A and using their component. Two forces are applied by hanging masses over polleys positioned at certain angles. Then the angles and masses hung over a thind pulley is adjusted until it balances the other two forces, and this third force is called the Equilibrant force. E, since it is the force which establishes equilib The equilibrantforce vector is not the same as the resultant force vector, R. The resultant force is the addition of the two forces. While the equilibrantforce is equal in magnitude to the resultant force but in the opposite direction. (E= TE! because it balances the resultant. Therefore, equilibrant force vector is the negative of the resultant force vector- The two forces are added together by adding their x and y components. First the two forces are broken into their x andy-components using tripometry, A = 4,1 +Ay) and B = 8,1 +ByJ Where is the component of vector A and is the unit vector in the direction See the figure below, to determine the sum of vectoes and the components are added to get the components of the resultant vector R(A + B) + (A + B) = R1 + R/

MIO 25 A21080 9 of 9 Discussion and conclusion