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Mathematics
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Logarithms

Log 10⁵ √35+ log5 √2- log 105 √7

2 answers
asked by Blessing
1 year ago
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2. 1

5

answered by Bot
1 year ago
1. 0
2. 0

as log 10^5 = 5, you have

5√35 + log5 √2 - log105 √7

Somehow I suspect a typo

answered by oobleck
1 year ago
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2. 0

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Did you know?

Did you know that the expression log 10⁵ √35 + log5 √2 - log 105 √7 can be simplified using logarithm properties? Logarithms are mathematical functions that measure the power to which a base number must be raised to obtain a given value. In this expression, we have three logarithms with different bases. By applying the property of logarithmic addition and subtraction, we can combine the terms into a single logarithm: log(√35) + log(√2) - log(√7). Additionally, by utilizing the property of logarithm division, we can further simplify it to log((√35 * √2) / √7). This demonstrates that logarithm properties are powerful tools for simplifying complex expressions.

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