Math / AlgebraQuestionFind logbB2\log_{b} B^{2}logbB2 if logbA=5\log_{b} A = 5logbA=5 and logbB=−4\log_{b} B = -4logbB=−4.Studdy SolutionCalculate the value of the expression.logbB2=−8\log{b} B^{2} = -8logbB2=−8So, the value of logbB2\log{b} B^{2}logbB2 is -8. View Full Solution - FreeWas this helpful?