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5.5.3-Expanding Laurithmic Expression Taking a complex and donse logarithm and and expanding simpler pieces. ex: (109+ (2xy) = log₂ 2 + 109 +²+la+4 DENSE EXPANDED Practice 25x² Expaned logo (2335) loge (1472) = log₁= (25₂23) - 1g₁ (4³3) = lg = 25+ last ² - 1934²8 2 +2195x - 31954 Expand log (X³√34/³₂2) Z log₁0 (x ²√37²2) = lg₂ (x²³ (3₁²³)²) = log₂ (x²³3²4³² x ²) = 10₁ x ² 119,3² +1gy ² + 1gz ² !gzz = 3/a₁x + ²lg²3 + ²logy +=lg= √x=x² √x=x² board- work it into smaller, > 15.5.3. Expanding Logare garithric Expressions/ log2 (2xy) = log₂ 2 + log ₂ x + log2 y (dense) expanded] Ex) Expand logs (25 x ²") = log (25x")- logs (y²) = logs 25 + log₁- x² = logs y³ 2 + 2log x=3logs y Ex) Expand log (x² √55²2 ) = log(x² (3y² =)*)= log(x* 3*y*%2³) = log x ² + log 3 ² + logy ³² + loga = 3 log x + 2log 3 + ²/2 logy + 2½ logz √x= x¹²2 Jx= x/n
iOS User
Stefan S, iOS User
SuSSan, iOS User
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5.5.3-Expanding Laurithmic Expression Taking a complex and donse logarithm and and expanding simpler pieces. ex: (109+ (2xy) = log₂ 2 + 109 +²+la+4 DENSE EXPANDED Practice 25x² Expaned logo (2335) loge (1472) = log₁= (25₂23) - 1g₁ (4³3) = lg = 25+ last ² - 1934²8 2 +2195x - 31954 Expand log (X³√34/³₂2) Z log₁0 (x ²√37²2) = lg₂ (x²³ (3₁²³)²) = log₂ (x²³3²4³² x ²) = 10₁ x ² 119,3² +1gy ² + 1gz ² !gzz = 3/a₁x + ²lg²3 + ²logy +=lg= √x=x² √x=x² board- work it into smaller, > 15.5.3. Expanding Logare garithric Expressions/ log2 (2xy) = log₂ 2 + log ₂ x + log2 y (dense) expanded] Ex) Expand logs (25 x ²") = log (25x")- logs (y²) = logs 25 + log₁- x² = logs y³ 2 + 2log x=3logs y Ex) Expand log (x² √55²2 ) = log(x² (3y² =)*)= log(x* 3*y*%2³) = log x ² + log 3 ² + logy ³² + loga = 3 log x + 2log 3 + ²/2 logy + 2½ logz √x= x¹²2 Jx= x/n
5.5.3-Expanding Laurithmic Expression Taking a complex and donse logarithm and and expanding simpler pieces. ex: (109+ (2xy) = log₂ 2 + 109 +²+la+4 DENSE EXPANDED Practice 25x² Expaned logo (2335) loge (1472) = log₁= (25₂23) - 1g₁ (4³3) = lg = 25+ last ² - 1934²8 2 +2195x - 31954 Expand log (X³√34/³₂2) Z log₁0 (x ²√37²2) = lg₂ (x²³ (3₁²³)²) = log₂ (x²³3²4³² x ²) = 10₁ x ² 119,3² +1gy ² + 1gz ² !gzz = 3/a₁x + ²lg²3 + ²logy +=lg= √x=x² √x=x² board- work it into smaller, > 15.5.3. Expanding Logare garithric Expressions/ log2 (2xy) = log₂ 2 + log ₂ x + log2 y (dense) expanded] Ex) Expand logs (25 x ²") = log (25x")- logs (y²) = logs 25 + log₁- x² = logs y³ 2 + 2log x=3logs y Ex) Expand log (x² √55²2 ) = log(x² (3y² =)*)= log(x* 3*y*%2³) = log x ² + log 3 ² + logy ³² + loga = 3 log x + 2log 3 + ²/2 logy + 2½ logz √x= x¹²2 Jx= x/n
iOS User
Stefan S, iOS User
SuSSan, iOS User