3. Adding vectors analytically (by components) Find analytically a) R(2) = F1 + F2 and b)...

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3. Adding vectors analytically (by components) Find analytically a) R(2) = F1 + F2 and b) R(3) = F1 + F2 + F3 = R(2) + F3. Calculate using the following formulas and present results in the table. Write units were needed. Fix = FICOS01= Fly Fisine = Rx (2) Fix +F2x = Ry (2) = Fly + F2y= Rx (3) Fix +F2x + F3x= Ry(3) Fly+F2y+ F3y = F2x = F2cos02= F2y= F2sin02 = R(2)=(Rx+ Ry2) = OR (2) = tan (Ry/ Rx) R(3)=(Rx + Ry2) = OR (3) = tan (Ry/Rx) = = F3x = F3COS03= F3y = F3sin03 = X, Y vector components, g Vector Magnitude of the vector, g Direction of the vector, 0 Fx or Rx Fy or Ry F1 100 20 F2 200 120 F3 150 220 R(2) R(3) 3. Adding vectors analytically (by components) Find analytically a) R(2) = F1 + F2 and b) R(3) = F1 + F2 + F3 = R(2) + F3. Calculate using the following formulas and present results in the table. Write units were needed. Fix = FICOS01= Fly Fisine = Rx (2) Fix +F2x = Ry (2) = Fly + F2y= Rx (3) Fix +F2x + F3x= Ry(3) Fly+F2y+ F3y = F2x = F2cos02= F2y= F2sin02 = R(2)=(Rx+ Ry2) = OR (2) = tan (Ry/ Rx) R(3)=(Rx + Ry2) = OR (3) = tan (Ry/Rx) = = F3x = F3COS03= F3y = F3sin03 = X, Y vector components, g Vector Magnitude of the vector, g Direction of the vector, 0 Fx or Rx Fy or Ry F1 100 20 F2 200 120 F3 150 220 R(2) R(3)