https://padlet.com/monica_lang/AFTERlogprops2017 Instead of re-stating something another person wrote if you agree with them....try to write a more concise statement! :) en-us 2017-02-28 03:04:25 UTC 2026-01-17 04:37:38 UTC hello@padlet.com http://d262le4z25sx36.cloudfront.net/portraits/smiley.jpg https://padlet.com/monica_lang/AFTERlogprops2017/wish/157400945 2017-03-02 17:04:40 UTC https://padlet.com/monica_lang/AFTERlogprops2017/wish/157400945 https://padlet.com/monica_lang/AFTERlogprops2017/wish/157415344 The rules of exponents apply to logarithms, so if you are adding logarithms you treat it like multiplication. For example log 2x + log 6 = 6would be log 12x = 6. If you were subtracting logs you would treat it like division. For example log n - log 2 = 1 would be log n/2 = ]]> 2017-03-02 17:40:37 UTC https://padlet.com/monica_lang/AFTERlogprops2017/wish/157415344 https://padlet.com/monica_lang/AFTERlogprops2017/wish/157636952 It's almost like the properties of exponents act as the properties of logarithms in an inverse way, like a yin to a yang because if there is multiplication in an exponent, it will be addition in a long, and same thing for division and subtraction.]]> 2017-03-03 15:21:32 UTC https://padlet.com/monica_lang/AFTERlogprops2017/wish/157636952 https://padlet.com/monica_lang/AFTERlogprops2017/wish/157739001 The properties of exponents apply to logarithms because multiplying 2 logs is like multiplying 2 exponents, adding 2 logs is like adding 2 exponents, and subtracting 2 logs is like subtracting 2 exponents. ]]> 2017-03-03 20:47:37 UTC https://padlet.com/monica_lang/AFTERlogprops2017/wish/157739001 2986621 https://padlet.com/monica_lang/AFTERlogprops2017/wish/157787422 Logarithms are basically the inverse of exponentials. So, just like if you want to multiply two exponents, you'd add them, and if you wanted to add two logarithms, you'd multiply them. Also, if you wanted to divide two exponents, you'd subtract them, so if you wanted to subtract two logarithms, you'd divide them.]]> 2017-03-04 16:08:48 UTC https://padlet.com/monica_lang/AFTERlogprops2017/wish/157787422 https://padlet.com/monica_lang/AFTERlogprops2017/wish/157807357 One example is when you are adding logarithms, you actually multiply them, just like you do with exponents. ]]> 2017-03-04 22:45:36 UTC https://padlet.com/monica_lang/AFTERlogprops2017/wish/157807357 https://padlet.com/monica_lang/AFTERlogprops2017/wish/157814228 Since logarithms are the inverses of exponents, the properties of logarithms are the inverses of the properties of exponents.]]> 2017-03-05 03:18:24 UTC https://padlet.com/monica_lang/AFTERlogprops2017/wish/157814228 314603 https://padlet.com/monica_lang/AFTERlogprops2017/wish/157866617 Because a log IS an exponent value, it shares the same properties as exponents do. Just like how a logarithmic function plugs in an exponential function's output as it's input, the result of an exponent property is the starting point of a logarithm's property. With an exponential equation, you go from multiplying like bases to adding the powers, but with a logarithmic equation, you go from adding like bases to multiplying powers. ]]> 2017-03-05 18:43:34 UTC https://padlet.com/monica_lang/AFTERlogprops2017/wish/157866617 https://padlet.com/monica_lang/AFTERlogprops2017/wish/159527722 Logs are the inverses of exponents, so the log properties would be the inverse of exponent properties.]]> 2017-03-12 20:33:56 UTC https://padlet.com/monica_lang/AFTERlogprops2017/wish/159527722