9/4 a⁴ - a³x +13/18 a x³ - 1/12 a² x² - 1/3 x⁴ ÷ 3/2 a² - a x +2/3 x²
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Answer:
limx→∞(x2+ax+a2−x2+a2)
=limx→∞(x2+ax+a2+x2+a2(x2+ax+a2)2−(x2+a2)2)
=limx→∞(x2+ax+a2+x2+a2x2+ax+a2−x2−a2)
=limx→∞(
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refer the attachment for the answer
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