Mathematics
         
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    Current location:Mathematical operation > History of Mathematical Computation > Answer

    Overview: 1 questions will be solved this time.Among them
           ☆1 arithmetic calculations

[1/1 Formula]
    Work: Calculate the value of equation e^1.2^2^(e^0.3)^(e^(-999))^(e^6999988889) .
    Question type: Mathematical calculation
    Solution:
          e^1.2^2^(e^0.3)^(e^(-999))^(e^6999988889)
        =e^1.2^2^1.349858833131418^(e^(-999))^(e^6999988889)
        =e^1.2^2^1.349858833131418^(e^(-999))^(e^6999988889)
        =e^1.2^2^1.349858833131418^0^(e^6999988889)
        =e^1.2^2^1.349858833131418^0^inf
        =2.718282^1.2^2^1.349858833131418^0.000000000000000^inf
        =3.320117174161263^2^1.349858833131418^0^
        =11.023178050160571^1.349858833131418^0^
        =25.525077593769442^0^
        =1^
        =1

    Answer:e^1.2^2^(e^0.3)^(e^(-999))^(e^6999988889)=1


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