1.Evaluate: (i) -2/18 + -7/18
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Step-by-step explanation:
You may exploit:
x4+1=(x2+1)2−2x2=(x2−x2–√+1)(x2+x2–√+1)(1)
to write 11+x4 as
11+x4=122–√(x+2–√x2+x2–√+1−x−2–√x2−x2–√+1).(2)
After that,
∫x±2–√x2±x2–√+1dx=C+12log(x2±x2–√+1)+arctan(1±x2–√)(3)
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