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9-4. A particle is accelerated along a curved path of length / under the action of an applied force f(x), as shown in Fig.

9-4. A particle is accelerated along a curved path of length I under the action of an applied force f (x), as shown in Fig, P9.4. The total work done on the particle is w = f(x) dx N-m. If I = 4.0 m, determine the work done for (a) f(x) 8x3 +6x2 +4x +2 N. (b) f(x)=4e-2x N. (c) f(x)= 1-2sin2 ) N N. (c) f(x)=1-2sin(2) Hint: Use a trigonometric identity. f(x) Figure P94 A particle moving on a curved path.

9-4. A particle is accelerated along a curved path of length / under the action of an applied force f(x), as shown in Fig. P9.4. The total work done on the particle is W = = f(x) dx N-m. If = 4.0 m, determine the work done for (a) f(x) = 8x + 6x + 4x +2 N. (b) f(x) = 4e-2x N. (c) f(x) = 1 - 2 sin (2) N. Hint: Use a trigonometric identity. f(x) Figure P9.4 A particle moving on a curved path.

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