The figure below shows a lever system, similar to a seesaw that you might find in...
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The figure below shows a lever system, similar to a seesaw that you might find in a children's playground. W₁ W₁ For the system to balance, the product of the weight and its distance from the fulcrum must be the same on each side; that is, W1x1 = W2X2. This equation is called the law of the lever. A plank 35 ft long rests on top of a flat-roofed building, with 5 ft of the plank projecting over the edge, as shown in the figure. 1-58-1 A worker weighing 285 lb sits on one end of the plank. What is the largest weight that can be hung on the projecting end of the plank if it is to remain in balance? (Use the law of the lever.) Xlb 8. Question Details Solve the nonlinear inequality. Express the solution using interval notation. X +3 x - 1 X+6 X-3 < Graph the solution set. Use the tools to enter your answer. -10 8 0 WebAssign NumberLine -6 -2 0 10000 2 1000 4 6 8 SPreCalc7 1.8.071. [3267 10 Help X The figure below shows a lever system, similar to a seesaw that you might find in a children's playground. W₁ W₁ For the system to balance, the product of the weight and its distance from the fulcrum must be the same on each side; that is, W1x1 = W2X2. This equation is called the law of the lever. A plank 35 ft long rests on top of a flat-roofed building, with 5 ft of the plank projecting over the edge, as shown in the figure. 1-58-1 A worker weighing 285 lb sits on one end of the plank. What is the largest weight that can be hung on the projecting end of the plank if it is to remain in balance? (Use the law of the lever.) Xlb 8. Question Details Solve the nonlinear inequality. Express the solution using interval notation. X +3 x - 1 X+6 X-3 < Graph the solution set. Use the tools to enter your answer. -10 8 0 WebAssign NumberLine -6 -2 0 10000 2 1000 4 6 8 SPreCalc7 1.8.071. [3267 10 Help X
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Step 11 Here we are given equation for law of the lever W x1 W2X2 Given that weight of son 90 lb ... View the full answer
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