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Unformatted text preview: the expression employing standard algebraic properties on inequalities) x satisfies  < x 2 4 < x satisfies 4  < X 2 < 4 + (More simlifications) x satisfies 4  < x 2 <4 + x satisfies (4 ) < x <(4 + ) (here we need <4) (And even more simplification of inequalities) x satisfies (4 ) < x <(4 + ) x satisfies (4 ) 2 < x 2 <(4 + )  2 (Should of subtracted by 2 not 4) (And even more simplification of inequalities) Step 4 Let 1 = (4 ) 2 & 1 = (4 + ) 2 and choose = min( 1 , 2 ) Step 5 . Step 6 ....
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This note was uploaded on 09/03/2008 for the course MATH 125 taught by Professor Tuffaha during the Fall '07 term at USC.
 Fall '07
 Tuffaha
 Calculus

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