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Solve the following.
Evaluate: ∫ 2²²ˣ · 2²ˣ · 2ˣ dx.
Evaluate: $\int 2^{2^{2^x}} \cdot 2^{2^x} \cdot 2^x \, dx$.
Answer
Answer
Official answer key$\frac{2^{2^{2^x}}}{(\log 2)^3} + c$
Final answer: $\frac{2^{2^{2^x}}}{(\log 2)^3} + C$