assessment of polynomials

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    ********** and their behavior

    ********

    *** ******* ******* *** ** bold *****

    is

    *** behaviour of polynomial ****** 4 ** ***************

    **

    ********* ******* *** * **************** as Xà -∞ *** **************** ** ****************

    ***

    * à-∞ ** Xà **************** *** ****** bold ** ******** *** Y *************** as ****************

    ***

    Y *************** ** ***************** ** Y **************** as **************** and

    *

    *************** ** ***************** (Explanation Arranging ***** ******** to ***** ***

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    large

    ******

    ** ** **** ** always negative and *** numbers X<<0 sign of *** **** ** **** ie ********** *** the ****** ** ****** **** ** *********** **

    **********

    of ****** ** **** ** the degree of ********** **** represents side ** ****** * 3 ii4 **** iv ** ************* *** Generating *

    degree

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    **

    ****

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    iv7

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    ****

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    √3

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    and

    -√2

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    **

    a root ** polynomial **** a+bi **** ** a **** of ******** ** ***********

    **

    **** ** polynomical ****

    a+b√c

    **** ** **** ** ********* 5Which ********** ******** *** ******* ** ******* ***************** ******* * *** *

    **********

    *** satisfying *** ***** ********* *** ** from option sideonly option * *********

    ***

    ********** 6 ** **** represents *** ********

    set?

    **

    intercepts

    **

    graph

    ** * ********** ** ****** iiiY co-ordinates of ************ ****** ** * ************ ** interesection ****** ** ******* **** ****** *****

    **

    ****

    ********

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    in

    form

    *******

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    ********

    is ** ********* ****

    *******

    *** difference between ******** **

    leading

    **** *** ****** **** **

    **

    iiiThe equation ** *** ** *********

    ****

    because

    **

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    not

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    *******

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    equation

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    form

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    of

    ****

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    ******

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    ******

    ***** *** ***** ** x+5) ****** ****** ** **** (x+3) ******* )(

    x+5)

    iv(x+2 ** ***** ************* ** ***** have three roots so option *** *** ** ******* ******** **** ***** from

    ***

    so ******** * ******

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