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X(35)^2 ➖ (1)^2/(x)^2 )={ 1225 ➖ 1}/x^2 》1224/x^2 = 612 10^60^12 10^5^6^12 2^5^5^3^23^4 1^1^11^13^2^2 1^13^1^2 3^2 (x ➖ 3x+2) ((35)^2 + (2+2 ➖)/(x+x ➖)={1225+4}/x^2 = 1229/x^2 =614.1 10^60^14.1 10^5^6^14.1 10^5^3^2^14.1 2^5^53^2^2^7.1 1^1^13^1^2^1.1 32 (x ➖ 3x+2)
-⅓(1 + √19) ∊ *ℝ*
X(35)^2 ➖ (1)^2/(x)^2 )={ 1225 ➖ 1}/x^2 》1224/x^2 = 612 10^60^12 10^5^6^12 2^5^5^3^23^4 1^1^11^13^2^2 1^13^1^2 3^2 (x ➖ 3x+2) ((35)^2 + (2+2 ➖)/(x+x ➖)={1225+4}/x^2 = 1229/x^2 =614.1 10^60^14.1 10^5^6^14.1 10^5^3^2^14.1 2^5^53^2^2^7.1 1^1^13^1^2^1.1 32 (x ➖ 3x+2)
-⅓(1 + √19) ∊ *ℝ*