( PLEASE SOLVE WITH MATLAB ) Let p ( x ) x 4 4 x 3 0 5 x 7 5 , q ( x ) 3 x 4 2 x 3 5 x 2 2 4 , r ( x ) x 2 4 You will need to coppews each of these polynomials as a vector whowe elements are the eveffirients ( add zeros if neoded to make voctors of the same length ) a ) Use polyder ( 0 ) and roots ( 0 ) to find the critical numbers of P ( x ) b ) Use polyval ( ) to evaluate p ( 3 ) r ( 0 5 ) c ) Determine the coefficients of 3 r ( r ) r ( r ) 2 r ( r ) d ) Une polyint ( 0 , com ( ) , and polywal ( ) to evaluate 0 1 x ( x ) 2 d x e ) Une polyint ( 0 , conv ( 0 ) and polyval ( ) to evaluate 0 1 v ( x ) r ( x ) d x f ) Use polyder ( ) and polyval ( ) to evaluate d g d x x 3

Question

( PLEASE SOLVE WITH MATLAB ) Let p ( x )   x 4   4 x 3 0   5 x   7   5 , q ( x )   3 x 4   2 x 3   5 x 2   2 4 , r ( x )   x 2   4   You will need to coppews each of these polynomials as a vector whowe elements are the eveffirients ( add zeros if neoded to make voctors of the same length )   a ) Use polyder ( 0 ) and roots ( 0 ) to find the critical numbers of P ( x )   b ) Use polyval ( ) to evaluate p ( 3 )     r ( 0   5 )   c ) Determine the coefficients of 3 r ( r )   r ( r ) 2 r ( r )   d ) Une polyint ( 0 , com ( ) , and polywal ( ) to evaluate 0 1 x ( x ) 2 d x e ) Une polyint ( 0 , conv ( 0 ) and polyval ( ) to evaluate 0 1 v ( x ) r ( x ) d x f ) Use polyder ( ) and polyval ( ) to evaluate d g d x   x       3

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( PLEASE SOLVE WITH MATLAB ) Let p ( x ) = x 4 - 4 x 3 0 . 5 x - 7 .

Step by Step Solution

1 Understanding Responsive Design Principles

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