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13 Nov 2019
Please help, I'm very lost.
5. A particle P travels along the curve sin(rxy) +x+2x-3y-0. The x-coordinate any y a. Derive the relation satisfied by the time derivatives x' and y of the X and Y b. At a certain instance the particle is at the point x 1 .y-1 and this instance the y coordinate of Pare both function of time.(related rate problem) coordinates w.r.t. time t. coordinate is decreasing at 10 units/minute. Compute the rate of change of the x coordinate at this instance Is the x-coordinate increasing or decreasing at the instance described in (b)? (Please, justify your answer) c.
Please help, I'm very lost.
5. A particle P travels along the curve sin(rxy) +x+2x-3y-0. The x-coordinate any y a. Derive the relation satisfied by the time derivatives x' and y of the X and Y b. At a certain instance the particle is at the point x 1 .y-1 and this instance the y coordinate of Pare both function of time.(related rate problem) coordinates w.r.t. time t. coordinate is decreasing at 10 units/minute. Compute the rate of change of the x coordinate at this instance Is the x-coordinate increasing or decreasing at the instance described in (b)? (Please, justify your answer) c.
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Jarrod RobelLv2
22 Oct 2019