how do you find the area of an ellipse/oval?

how do you find the area of an ellipse/oval?

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  • geoffreysmith
    geoffreysmith
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    Tutor has posted answer for $10.00. See answer's preview

    *** **** ** ** ******* can ** ***** by the ********* formula **** * **** *****

    * ** *** distance from the ****** ** * ********** a

    ** the ******** **** *** ****** ** a ******* Or

    **

    ***** ****** You ****

    *** formula *** the area ** * ****** ** ****** * ** is ****** But ****

    ***** *** ******* *** the **** of ** ellipse ** ********** axis ** length * *** ********** **** of length ** (These semi-major **** are half *** ******* ** respectively the ******* and ******** ********* of *** ********** *** Figure *** *** *******

    *** ********* ** * ******** equation *** **** an ******* ******** ** the origin: ******* *

    (y2/B2) * ** *** ****

    ** **** an ******* *** **** *

    Pi * * * * * very natural

    generalization

    of *** ******* *** * *******

    Click here to download attached files:

    Ellipse.png

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  • geoffreysmith
    geoffreysmith
    5 orders completed
    $10.00
    ANSWER
    Tutor has posted answer for $10.00. See answer's preview

    *** area ******** *** ** ******* **** **** familiar ** ****** ******* ******* ****** *** key ***** to ******** ** **** ** ellipse *** *** important lengths ** ******** the ***** radius and *** minor *******

    1

    ****

    *** major ****** of *** ellipse **** ** the ******** from *** ****** ** the ******* ** the ******** edge of *** ******* ***** ** **** ** *** ****** of *** ***** part ** the ellipse ******* it ** **** ** labeled in **** ******* We'll **** **** ***** ** ***

    *** call **** *** "semi-major ***** ******** *****

    figure 1 **

    ****

    ***

    ***** ****** ** *** ***** **** guessed *** ***** radius ******** *** ******** **** *** center ** the ******* ***** ** the **** **** **** *********** ** This is

    ** * **** ***** ***** ** *** ***** radius *** *** ***** **** ** ******* *** ****** ** ***** this problem *** ***

    **** **** the *********** axis" ***** figure

    ** ** Multiply

    by

    **

    *** **** ** *** ******* is a * * * π Since ****** *********** two units of ****** ******** **** answer **** be ** ***** squared *** ******* **

    an ellipse *** * ***** ****** of * ***** and * ***** ****** of * units *** **** ** *** ******* ** 3 * * x ** ** ***** 47 square ****** ** *** don't

    have a ********** ** ** **** ********** doesn't have * ** ****** *** "314" instead ***** figure **

    Understanding *** it

    ******

    *****

    ** *** area **

    a circle You ***** ******** **** *** **** ** a ****** equals **** ***** is *** **** ** ** x * * * What if we ***** ** **** *** **** ** * ****** as ****** it **** ** ******** ** would ******* *** radius ** *** direction: * ******* ** ** right ******* also * **** it **** *** ******* **** ******** π * r * ** As it ***** *** * ****** ** **** * ******** **** ** ellipse Check ****** ** ******* *

    ****** being squeezed

    ****

    **

    ******* ***** As it's ******** **** *** more *** radius **** ******* *** *** ***** **** ****** The area ***** the **** since nothing's ******* *** ******** **** as ** *** **** ***** ** our ******** *** "squashing" and *** ************ **** cancel each ***** *** *** ***** ***** have *** ***** answer ***** ****** *

    Click here to download attached files:

    Figure 1.png

    Figure 2.png

    Figure 3.png

    Figure 4.png

    Figure 5.png

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  • Marco Lee
    Marco Lee
    2 orders completed
    $5.00
    ANSWER
    Tutor has posted answer for $5.00. See answer's preview

    *** **** ** ** elipse *** be ********** as

    ****

    * Pi * * * ** *****

    **

    * * 314159265 * *

    ******

    ** Semi-Major ***** * * Length

    **

    ********** Axis Please see *** *******

    for

    ************** Hope **** was *******

    Click here to download attached files:

    ellipse-area.png

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