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If x 3 – 2x 2 px q has a factor (x 2) and leaves a remainder 9, when divided by (x 1), find the values of p and q With these values of p and q, factorize the given polynomial completely SolutionFrom the question it is given that, (x 2) is a factor of the expression x 3 – 2x 2 px q. I E Ë Q _ L w A ¦ å ¤ t ® C Q A ø w V250 p E ³ À W ã ë W ã ë A 9 ü 2 / e ± Z E. Q @!F Æ _ #' K S P ¾ &g M ö @* < } S T K !F Ï _ ' K S 9 b v b 6 ö v 6 _0{ I S#ì @ _ c !F Ï _ #' K S P ¾ @ < } Q c r b6ë _ ô3ÿ _ Q K S G \ &g K Z 8 è7F _ > 8 Z c P ¾ b ± A ^ Q c!.

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Method 2 Let V P. K=Ú8©*N?f3ÓÅo#;)ð æ æ ó #>f3 S#ó 8©*N_ Lx?f3 Ûæ æ ó #>f3 S#ó ÉQj?. *Response times vary by subject and question complexity Median response time is 34 minutes and may be longer for new subjects A Given I=∫3∞2duu22u For evaluating given integral, we change denominator of given expression in the Q 2 In each part, use a definite integral to find the area.

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