Use the definition of logarithmic function to evaluate each
Use the definition of logarithmic function to evaluate each logarithm at the indicated value of x without using a calculator
Function. Value
A. F(x) = log 2^x X=16
B. F (x) = log 16^x x= 1/4
C. F(x) = log 10^x x= 1/1000
Use the definition of logarithmic function to evaluate each logarithm at the indicated value of x without using a calculator
Function. Value
A. F(x) = log 2^x X=16
B. F (x) = log 16^x x= 1/4
C. F(x) = log 10^x x= 1/1000
Use the definition of logarithmic function to evaluate each logarithm at the indicated value of x without using a calculator
Function. Value
A. F(x) = log 2^x X=16
B. F (x) = log 16^x x= 1/4
C. F(x) = log 10^x x= 1/1000
Function. Value
A. F(x) = log 2^x X=16
B. F (x) = log 16^x x= 1/4
C. F(x) = log 10^x x= 1/1000
Solution
A) F(x) = log 2^x X=16
F(16) = log 2^16 = 16*log2 = 16*0.3010 = 4.816
B) F (x) = log 16^x x= 1/4
F(1/4) = log 16^(1/4) = log (2^4)^(1/4) = log 2 = 0.3010
C) F(x) = log 10^x x= 1/1000
F(1/1000) = log 10^(1/1000) = (1/1000)*log 10 = 1/1000 = 0.001
