Math, asked by Anonymous, 1 year ago

solve this .... .......... .......

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Answered by Anonymous
13
★ QUADRATICS RESOLUTION AT IT'S BEST ★

FIRST OF WE'VE BEING COMPARING THE COEFFICIENTS OF SIGMA OPERATOR RESPECTIVELY WITH REAL VALUES OBTAINED FROM OPENING OPERATIONS SUBSEQUENTLY ...

FROM GENERALIZED CAUCHY-SCHWARZ INEQUALITY ... WE CONCLUDED THAT FOR REAL a,b,c,d, and e ...

THE REQUIRED EXPRESSION WILL HOLD EQUALITY ONLY WHEN THE ELEMENTS ARE IN GEOMETRIC PROGRESSION RESPECTIVELY ...

AND AFTER OPENING THE OPERATORS WE'VE OBTAINED A SEQUENCE OF PERFECT SQUARES HAVING SUMS ZERO ...

WHICH FURTHER RESULTS IN HAVING THE FORMATION OF GEOMETRIC PROGRESSION WITHIN THE ELEMENTS ...

HENCE HAVING D=0

AND RESULTS IN EQUAL ROOTS

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