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B. Use your free body diagrams and the Newton's Law of Motion indicated in each scenario to write appropriate mathematical equations for each mass. Write a force equation for each axis (x- and y- axis). If there are no forces along an axis, write N/A. Scenario FBD Force Equation A cube of mass m, is suspended by a string from a Cube 06 X-axis ceiling while a pyramid of mass my is hanging by another string from the cube. (1st law) String 1 V-axis HIS ONLINE. UPLOAD DO NOT UPLOAD string 2 DO NOT U Pyramid NOT x-axis M 2 UPLOAD THIS ONLINE. y-axis(1 st law) A bird cage is suspended from the ceiling by a cable and supported by another cable attached on a wall DO NOT UPLA Ceiling NOT UP IA. X-axis cable 1 10 cable 2 ONLINE. TUPLO NLINE. wall OF UPLOAD THE NOT UPLOAD THIS y-axis JYT UPLOAD TH OADA man pulls his two kids on a sled. His kids 06 and the sled have a combined mass m. (2nd law) FBD of forces acting on the X-axis sled (Treat the sled and the kids as a single object.) ADD THIS ONE DO NOT UPLOAD THE LOAD NOTI y-axis 30 NOT UPLOAD NOT UPLOADA. Construct free-body diagrams for the various situations described below. Include all the forces acting on each object under consideration. ADT The diagram should be detailed showing the x- and y- components of each force. Each force must be properly labeled. Use the following variables to represent each type of force: W = weight FN = normal force T = NOT U tension = friction Use numerical subscripts for multiple mechanical force types. For example, in a system with two strings, assign 71 and 72 to tensions on string 1 and string 2, respectively.Two masses (where, my > mi) are connected through a single cord that passes over a m1 X-axis (2nd law) frictionless pulley; m, is on a frictionless ramp. DO NOT UPLA DO NOT UPLy ONLINE V-axis m PLOAD THES DAD THIS O m2 DO NOT X-axis DO NOT 13. y-axis NOT