A teacher used the change of base formula to determine whether the equation is correct. open paren the log base 2 of 10 close paren times open paren the log base 4 of 8 close paren times open paren the log base 10 of 4 close paren is equal to 3 Which statement explains whether the equation is correct?

Question

Revolt · Accepted Answer

The equation is correct since  open paren the log base 2 of 10 close paren times open paren the log base 4 of 8 close paren times open paren the log base 10 of 4 close paren is equal to the fraction with numerator log 10 and denominator log 2 times the fraction with numerator log 8 and denominator log 4 times the fraction with numerator log 4 and denominator log 10

is equal to the fraction with numerator log 8 and denominator log 2

is equal to 3

Pretest

More from this Course