Sunday, September 5, 2010

What is the relationship between area of a rectangle and right triangle?

May 17, 2010 by admin  
Filed under Marriage



It says discuss the relationship between the area of a rectangle with dimensions a and b and the area of a right triangle with legs of a and b. Anybody know what the relationship is?


Comments

14 Responses to “What is the relationship between area of a rectangle and right triangle?”
  1. wtf_n0_names_left says:

    probs sumfin to do with the right angle

  2. Your Answer says:

    area of the rectangle = 2 x area of the triangle

  3. North says:

    area of rectangle = 2*area of right triangle

  4. Edward says:

    The triangles area is half of that or the Rectangle. A rectangle is two triangles if put together the right way.

  5. kunal k says:

    the area of the rectangle is twice that of the right-angle triangle as the rectangle can be formed by joining two of the right-angled triangles at their hypotenuse

  6. kissanhour says:

    The triangle is possessed by the rectangle.

  7. lyc14 says:

    Area of Rectangle= 2 times area of triangle
    in other words…
    Are of triangle= 1/2 times area of rectangle

  8. Jerome J says:

    rectangle:
    A₁ = ab
    right triangle
    A₂ = ½ab
    A₁/A₂ = ab/½ab
    A₁ = 2A₂
    The area of the rectangle is twice that of the right triangle.

  9. What a great resource!

  10. primrosh says:

    Area of the rt triangle = ½ of the area of the rectangle

    The area of the rectangle with sides a and b = ab
    And
    The area of the triangle with sides a and b = ½ ab

    So if the area of the triangle is S and the area of the rectangle is A
    Then
    S = ½A

  11. Zywxn says:

    A triangle with the legs of lengths a and b has the area of a rectangle with its dimensions a and b.

  12. JUAN FRAN$$$ says:

    The area of a triangle is:

    A = 1/2 B*H
    where A = area, B = base, and H = height:
    The area of a rectangle is:
    A= L * W
    where: A = area, L = length, W= width

    If you draw a rectangle then draw a line diagonal across it you will have two right triangles:

    That shows and proves the formula of
    A= 1/2 B*H for a triangle: because for any given height and base of a right triangle the area will be one half of the area of a rectangle with the same length and width as the height and base of a right triangle

  13. geetha says:

    area of rectangle = 2*area of right triangle

    a*b = 2(1/2*a*b)

  14. Cyber Electrons says:

    1/2 a b = area of triangle
    a b = area of rectangle

    it is half of a × b. HALF of a rectangle with the same lengths on either side of the 90 degrees.

    A rectangle has length a and width b. The area will be a × b.

    Now, suppose you have a right angle triangle with one of the side a and another side b. As this is a triangle with a right angle, a and b is lies on the same place as the a and b in the rectangle. And the area will be halved as the triangle will have a third line which goes from the end of line a to the end of line b.

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