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Using this law allows us to obtain x as a multiplier. First step - take ln of both sides. ⇒ lnex = ln2 ⇒ xlne1 = ln2 ⇒ x = ln2. Answer link.
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Simplify (e^ (-x))^2 (e−x)2 ( e - x) 2 Apply the power rule and multiply exponents, (am)n = amn ( a m) n = a m n. e−x⋅2 e - x ⋅ 2 Multiply 2 2 by −1 - 1. e−2x e - 2 x
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