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22x2−10x+3+6x2−5x+1≥32x2−10x+3\large 2^{2x^2-10x+3}+6^{x^2-5x+1} \geq 3^{2x^2-10x+3}22x2−10x+3+6x2−5x+1≥32x2−10x+3
The set of values of xxx for which above inequality holds is given by:
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