Math  /  Algebra

Question Simplify the expression e2lnx5e^{2 \ln x - 5}.

Studdy Solution
Since e5e^{-5} is a constant, we can simplify 2e52 \cdot e^{-5} to a single constant ccx2e5=xcx^{2 \cdot e^{-5}} = x^cSo, the simplified form of e2lnx5e^{2 \ln x-5} is xcx^c, where c=2e5c =2 \cdot e^{-5}.

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