Recent content by SwiftyMorgan

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    What is the direction of acceleration for the block moving on the xy plane?

    I solved the problem I posted and found that if you take 180 - (tan^-1(Fy/Fx)) you will get the correct answer.
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    What is the direction of acceleration for the block moving on the xy plane?

    I don't know if it will help you but I found a problem in my physics book that has the equation U(x,y) = 5.8x^2 - 3.6y^3, mass is .04 kg, x = .3m, y = .6m. Correct Answers: F = 130 m/s^2 132 degrees counterclockwise from the +x axis
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    What is the direction of acceleration for the block moving on the xy plane?

    My equation is U=5.65x^2 - 3.6y^3, mass = .04kg, x = .3m, y = .52m: i took the partial derivative of U with respect to x and with respect to y. Fx = -dU/dx = -11.3x Fy = -dU/dy = -10.8y^2 using the same method that you did F = sqrt(Fx^2 + Fy^2) i got F = 4.474 F=ma so 4.474/.04...
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    What is the direction of acceleration for the block moving on the xy plane?

    How did you do the first part exactly? What is the magnitude of the acceleration of the block when it is at the points?
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