Find the value. Give an approximation to four decimal places.
-$\log 226 + \log 20$
A) $16.2385$
B) $8.4163$
C) $3.0628$
D) $3.6551$

Name: Find the value. Give an approximation to four decimal places. -$\log 226 + \log 20$ A) $16.2385$ B) $8.4163$ C) $3.0628$ D) $3.6551$
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Question

Quizplus · Accepted Answer

Using the property of logarithms, $\log a + \log b = \log (a \times b)$, we have $\log 226 + \log 20 = \log (226 \times 20) = \log 4520$. Calculating $\log 4520$ gives approximately 3.6551.

Find the Value log⁡226+log⁡20\log 226 + \log 20log226+log20 A) 16.238516.238516.2385 B) 8.41638.41638.4163 C) 3.06283.06283.0628

Find the Value $\log 226 + \log 20$ A) $16.2385$ B) $8.4163$ C) $3.0628$