![Solving Log Equations 1. log 2 72 = log 2 x + log 2 12 log log 2 12 = log 2 x x = x = 8 log 2 x = log 8 xlog2 = log 8 x = 3 3. xlog7 = 2log ppt download Solving Log Equations 1. log 2 72 = log 2 x + log 2 12 log log 2 12 = log 2 x x = x = 8 log 2 x = log 8 xlog2 = log 8 x = 3 3. xlog7 = 2log ppt download](https://images.slideplayer.com/33/10126461/slides/slide_5.jpg)
Solving Log Equations 1. log 2 72 = log 2 x + log 2 12 log log 2 12 = log 2 x x = x = 8 log 2 x = log 8 xlog2 = log 8 x = 3 3. xlog7 = 2log ppt download
![SOLVED: Solve the following equations (you should check that your solutions work) log2 = x2 = (logz x)2 = 8 e3x-1 2x 81 d. x+3 A student solves log[(x + 3)(x 8)] + SOLVED: Solve the following equations (you should check that your solutions work) log2 = x2 = (logz x)2 = 8 e3x-1 2x 81 d. x+3 A student solves log[(x + 3)(x 8)] +](https://cdn.numerade.com/ask_images/f3c4970888a3495d996be9f595717327.jpg)
SOLVED: Solve the following equations (you should check that your solutions work) log2 = x2 = (logz x)2 = 8 e3x-1 2x 81 d. x+3 A student solves log[(x + 3)(x 8)] +
![SOLVED: Write the following equalities in exponential form (1) log, " 81 = 4 (2) log; 7 = 1 (3) Jog " =3 (4) log3 1 =0 (5) log. 64 = -3 ( SOLVED: Write the following equalities in exponential form (1) log, " 81 = 4 (2) log; 7 = 1 (3) Jog " =3 (4) log3 1 =0 (5) log. 64 = -3 (](https://cdn.numerade.com/ask_images/3ba465bb2a704811b63eea17b93884f0.jpg)
SOLVED: Write the following equalities in exponential form (1) log, " 81 = 4 (2) log; 7 = 1 (3) Jog " =3 (4) log3 1 =0 (5) log. 64 = -3 (
![Solving Log Equations 1. log 2 72 = log 2 x + log 2 12 log log 2 12 = log 2 x x = x = 8 log 2 x = log 8 xlog2 = log 8 x = 3 3. xlog7 = 2log ppt download Solving Log Equations 1. log 2 72 = log 2 x + log 2 12 log log 2 12 = log 2 x x = x = 8 log 2 x = log 8 xlog2 = log 8 x = 3 3. xlog7 = 2log ppt download](https://images.slideplayer.com/33/10126461/slides/slide_3.jpg)
Solving Log Equations 1. log 2 72 = log 2 x + log 2 12 log log 2 12 = log 2 x x = x = 8 log 2 x = log 8 xlog2 = log 8 x = 3 3. xlog7 = 2log ppt download
![SOLVED: Evaluate: l0ge(64) loge log2(2) logg(1) l0g2(23) logs(125) log3(81) log(100) In(o) log4 logz(7) logs(5) log(10) In(e) loga(1) loge(8") loge(62) log(10) In(ee) log49(7) log( Vio In(%e loge(1) log(1) In(1) Simplify: 6*09 2k127 10b9* SOLVED: Evaluate: l0ge(64) loge log2(2) logg(1) l0g2(23) logs(125) log3(81) log(100) In(o) log4 logz(7) logs(5) log(10) In(e) loga(1) loge(8") loge(62) log(10) In(ee) log49(7) log( Vio In(%e loge(1) log(1) In(1) Simplify: 6*09 2k127 10b9*](https://cdn.numerade.com/ask_images/989d0aeb848b4e62a3396dfac27aac1a.jpg)