SOLUTION: For each of the following logarithmic expressions, give the two integers that its value falls between. The first one is done for you. Hint: Remember that logarithms represent expon

Question 1124858: For each of the following logarithmic expressions, give the two integers that its value falls between. The first one is done for you. Hint: Remember that logarithms represent exponents.
The value of log3(150) is greater than -4 and less than -3 because 3^-4=181 and 3^-3=127.
a. The value of log5(2350) is greater than _____but less than _______.

b. The value of log10(113,700) is greater than_____ but less than _______.

c. The value of log2(1144) is greater than___________ but less than________.

Answer by greenestamps(13216) (Show Source): You can put this solution on YOUR website!

The example you show makes no sense; so I will ignore it....

For question a: 5^2 = 25; 5^3 = 125; 5^4 = 625; 5^5 = 3125; 5^6 = 15625; ....

For question b: 10^2 = 100; 10^3 = 1000; 10^4 = 10000; 10^5 = 100000; 10^6 = 1000000....

For question c: 2^8 = 256; 2^9 = 512; 2^10 = 1024; 2^11 = 2048; 2^12 = 4096; ....

You can answer the questions.
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