Logarithmic Equation: logX base3 +log(X-8)base3 =2, solve for X.

Logarithmic Equation: logX base3 +log(X-8)base3 =2, solve for X.

If log x base 3 = 5 and log y base x = 8 then the value of yПодробнее

If log x base 3 = 5 and log y base x = 8 then the value of y

log_3 (3^x -8) = 2-x | A log EquationПодробнее

log_3 (3^x -8) = 2-x | A log Equation

log 3^x-8 base to 3 = 2-x | Find x? | Applying logarithms ruleПодробнее

log 3^x-8 base to 3 = 2-x | Find x? | Applying logarithms rule

Solving logarithmic equation: log3(x-1)-log3(x+2)=2Подробнее

Solving logarithmic equation: log3(x-1)-log3(x+2)=2

log9(x) + 3log3(x) = 14 Logarithmic Equation Different BasesПодробнее

log9(x) + 3log3(x) = 14 Logarithmic Equation Different Bases

Logarithmic equations and inequalities (Qtr-1 Wk 8–C Part-1 General Math)Подробнее

Logarithmic equations and inequalities (Qtr-1 Wk 8–C Part-1 General Math)

Solving Logarithmic EquationsПодробнее

Solving Logarithmic Equations

Logarithmic Equations Solving : log(base x)(1/8) = -(3/4)Подробнее

Logarithmic Equations Solving : log(base x)(1/8) = -(3/4)

##11maths exercise 2.12-3 | SOLVE logx base 8 +logx base 4+ log x base2=11Подробнее

##11maths exercise 2.12-3 | SOLVE logx base 8 +logx base 4+ log x base2=11