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Given, x 8 + x -8 = 194
Or, {x 4 + (1/x 4 )} 2 – 2 = 194 (Since, (a + b) 2 = a 2 + b 2 + 2ab)
Or, {x 4 + (1/x 4 )} = √(194 + 2)
Or, {x 4 + (1/x 4 )} = 14
Or, {x 2 + (1/x 2 )} 2 – 2 = 14 (Since, (a + b) 2 = a 2 + b 2 + 2ab)
Or, {x 2 + (1/x 2 )} = √(14 + 2)
Or, {x 2 + (1/x 2 )} = 4
Or, (x 4 + 1) = 4x 2
Or, x 4 – 4x 2 = -1
Also, (2x 2 – 4) 2 – 1
= 4x 4 – 16x 2 + 16 – 1
= 4(x 4 – 4x 2 ) + 15
= 4 × (-1) + 15 = 11
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