Recent content by Max

  1. M

    Spring and Energy: Rocket clamped to an anchored spring

    Homework Statement A 11.6 kg weather rocket generates a thrust of 200 N . The rocket, pointing upward, is clamped to the top of a vertical spring. The bottom of the spring, whose spring constant is 580 N/m , is anchored to the ground. Initially, before the engine is ignited, the rocket sits at...
  2. M

    Electric field Pre-lab annotation

    R is a random point. I think I would say it's in a straight line * o (-1) * R* o (+1) * * o (-1) * R is that point! Thanks for asking
  3. M

    Find velocity from Force graph using Work Theorem and Energy

    I downloaded Latex as you suggested but not sure how it works. It was an over 1Gb download
  4. M

    I Find total charge (using double integration)

    And yes, today in lecture, the professor answered the same way as the region was a rectangle, so the boundaries inside should be in terms of the other variables while the boundary outside should be numbers
  5. M

    I Find total charge (using double integration)

    Ah, thank you!
  6. M

    Electric field Pre-lab annotation

    Homework Statement I am working on annotating the pre-lab for this Electric Field lab and needs to have some help look at my work. The second question of the Pre-Lab is comparing the answers between two persons Kate and Victor. Based ib this diagram below * o (-1) * * o (+1)...
  7. M

    I Find total charge (using double integration)

    The question asks to find total charge in a region given x has lower bound 0 - upper bound 5 , y has lower bound as 2 and upper bound as 5. Based on knowledge I have been reading throughout the chapter, I set up a double integration with those dxdy, but the results went out to be off - compared...
  8. M

    Find velocity from Force graph using Work Theorem and Energy

    I found out the error! I copied the graph wrongly so when I plugged in for integration, it was off! Jesus! Thanks though. Next time, I will post my handwritten note!
  9. M

    Find velocity from Force graph using Work Theorem and Energy

    Homework Statement :[/B] Homework Equations W= \integral(Fxdx) W = \delta KEThe Attempt at a Solution I used the definition of work to find the final velocity at 2m, and then work theorem together with integration for the changing force. I ended up having different solutions at first but...
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