Recent content by ramz

  1. R

    MHB Find Equation of Point P Moving at Distance 4 from (-2,3)

    x2+y2+4x+6y-3 = 0 Equation of a circle. So, what could be the points?
  2. R

    MHB Find Equation of Point P Moving at Distance 4 from (-2,3)

    Is this the next move? 42=(x+2)2+(y-3)2
  3. R

    MHB Find Equation of Point P Moving at Distance 4 from (-2,3)

    I don't know. Honestly, I'm confused with the problem.
  4. R

    MHB Find Equation of Point P Moving at Distance 4 from (-2,3)

    Maybe, I don't think so. .
  5. R

    MHB Find Equation of Point P Moving at Distance 4 from (-2,3)

    d2 = (x2-x1)2+(y2-y1)2
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    MHB Find Equation of Point P Moving at Distance 4 from (-2,3)

    Hello everyone.. I need your help to solve this problem. A point P(x,y) moves in such a way that its distance from (-2, 3) is 4. Find the equation. Thanks
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    MHB What is the height of the cliff in this scenario?

    The height of the cliff is 190.71 ft., am i right?
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    MHB Angle between the tangents to the circle

    Ahh. Thank you so much.
  9. R

    MHB Angle between the tangents to the circle

    Ahh. Thank you so much.
  10. R

    MHB Angle between the tangents to the circle

    Hi everyone, I need further explanations about the answer of this problem. The answer is angle T = 87.9 degrees. Thanks.
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    MHB What is the height of the cliff in this scenario?

    That's my problem too, to interpret the problem and make an illustration. - - - Updated - - - Please help me to interpret the problem and make an illustration or diagram because the diagram is not given. Thanks
  12. R

    MHB What is the height of the cliff in this scenario?

    A tower 125 feet high is on a cliff on the bank of a river. From the top of the tower, the angle of depression of a point on the opposite shore is 28.7 degrees. From the base of the tower, the angle of depression of the same point is 18.3 degrees. Find the height of the cliff. (Assume the cliff...
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