Recordamos la propiedad del logaritmo: \log 9 = \log 3^2 = 2 \log 3
Entonces, 0.95 = 2 \log 3
Dividimos ambos lados por 2: \log 3 = \frac{0.95}{2}
Finalmente, \log 3 = 0.475
Frequently asked questions (FAQs)
Question: What is the mixed number representation of the improper fraction 7/3?Factoring the answer, what are the prime factors of this mixed number, and what do they represent in terms of real numbers?
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What is the radian measure of an angle that subtends an arc of length 3 units on a circle with radius 2 units?
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What is the value of the mixed number 2 1/2 when factored by real numbers?