Part 1: Blocksliding down a ramp. A block of mass M slides down a ramp of angle with increasing speed. a. Draw the free body diagram showing the forces acting on the block. Put an arrow to the right of the "=" in the direction of the acceleration labeled "ma" or "0" if the acceleration is zero. To simplify the problem, we use a tilted coordinate system with +x down the ramp and +y perpendicular to the ramp. b. The diagrams to the right, show the component triangle for the weight in this coordinate system. The block is drawn two different ways. Use the component triangle on the left to write the x and y components of the weight in the tilted coordinate system. Write answer in terms of m. g. and 6. Pay attention to signs. Which angle, A. B. or C is the same as e? Mg W₁ = W, = Ng directions set the righ EF=ma, → Iside (R the equations to zero if there is no acceleration: direction EF, =ma, → e. Use your Newton's 2 Law equations above to solve for the normal force in terms of givens M. g.f₂. and/or 6. You do not necessarily need all these symbols. f. Use your Newton's 2 Law equations above to solve for the acceleration in terms of the givens. # Let M = 0.5 kg. f₂ = 1.75 N, and 6 = 25°. Determine numerical values for the normal force and acceleration. Show numbers you use (including units).
Part 1: Blocksliding down a ramp. A block of mass M slides down a ramp of angle with increasing speed. a. Draw the free body diagram showing the forces acting on the block. Put an arrow to the right of the "=" in the direction of the acceleration labeled "ma" or "0" if the acceleration is zero. To simplify the problem, we use a tilted coordinate system with +x down the ramp and +y perpendicular to the ramp. b. The diagrams to the right, show the component triangle for the weight in this coordinate system. The block is drawn two different ways. Use the component triangle on the left to write the x and y components of the weight in the tilted coordinate system. Write answer in terms of m. g. and 6. Pay attention to signs. Which angle, A. B. or C is the same as e? Mg W₁ = W, = Ng directions set the righ EF=ma, → Iside (R the equations to zero if there is no acceleration: direction EF, =ma, → e. Use your Newton's 2 Law equations above to solve for the normal force in terms of givens M. g.f₂. and/or 6. You do not necessarily need all these symbols. f. Use your Newton's 2 Law equations above to solve for the acceleration in terms of the givens. # Let M = 0.5 kg. f₂ = 1.75 N, and 6 = 25°. Determine numerical values for the normal force and acceleration. Show numbers you use (including units).
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please I need help with d,e and f
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