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Home » Solution: As $ x o \infty $, $ e^-0.5x o 0 $, so $ P(x) o rac1001 + 0 = 100 $. As $ x o -\infty $, $ e^-0.5x o \infty $, so $ P(x) o 0 $. The range is $ (0, 100) $. oxed(0, 100) - AMAZONAWS

Solution: As $ x o \infty $, $ e^-0.5x o 0 $, so $ P(x) o rac1001 + 0 = 100 $. As $ x o -\infty $, $ e^-0.5x o \infty $, so $ P(x) o 0 $. The range is $ (0, 100) $. oxed(0, 100) - AMAZONAWS

📅 March 11, 2026 👤 scraface
Mar 11, 2026
Solution: As $ x 	o \infty $, $ e^{-0.5x} 	o 0 $, so $ P(x) 	o rac{100}{1 + 0} = 100 $. As $ x 	o -\infty $, $ e^{-0.5x} 	o \infty $, so $ P(x) 	o 0 $. The range is $ (0, 100) $. oxed{(0, 100)}

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