John Wick once again finds himself outnumbered, outgunned, and injured, and is running for his life when he happens upon a construction site. He observes that there is a large load sitting on an inclined surface anchored with a rope wound around a large wooden double pulley. He decides that he can cut the anchor and ride the rope up as the load drops down the incline. As he runs towards the rope, he estimates the following parameters: • John has ditched most of his gear and now weighs -185 lbs The load weighs -500 lbs • The large double pulley weighs -100 lbs • • The double pulley has an outer radius TA = -4.5 ft, an inner radius r = -2.5 ft, and a radius of gyration k = -3.1ft The load is h = -80ft off the ground The incline sits at 8 = -65° The coefficient of friction between the load and the incline is μ = -0.15 Assuming John's estimations are correct and neglecting axle friction at the pulley, determine John's height and speed when the load comes crashing to the ground. You may find the following steps helpful: 1. Using trig, determine the distance the load slides. 0, + h

Provide the orthographic drawing of a house in the picture

DONT MIND THE BIG NUMBER ON THE RIGHT, IT IS JUST FOR NUMBERING. MAKE SURE IT IS CORRECT AND TYPEWRITTEN TO GET AN UPVOTE. NO UPVOTE IF IT IS HANDWRITTEN. THANK YOU

Can you please help me draw the Isometric illustrations from the given orthographic drawing? I will rate Thank you so much.

A six inch diameter cylinder with a two inch rod pushes out its full stroke of 20 inches in 1.5 seconds the pushing load is 750 pounds while the pulling load is 600 pounds. The pulling of the cylinder takes place in 1.2 seconds. What are the ranges of sizes of the valve that should be used?

Write the Column Formulas?

Please assist with this practice question. I don't know where to begin with this. Give details on how to do. Thank you.

Draw the Isometric drawing of the given orthographic projections below. Use drawing scale to fit the drawing in a 4A/short size bond paper

F, = 50 N F2 = = 40 N -5 45° F1 = 20 N

Below are incomplete views of the parts or figures. Complete them by drawing the lines of correspondence (matching strokes) between views.