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ICSE-CHAPTERWISE REVISION (STAGE 1) -logrithms
- Find the value of : log 3 27
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- Find the value of : log 5 ,625
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- Find the value of : log 2 ,0.125
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- Find the value of : log 5 0.2
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- Find the value of : log(0.2) 5
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- Find the value of : log(10) 0.001
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- If log 4= 0.602 and log 27 = 1.431 , find : log 8
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- If log 4= 0.602 and log 27 = 1.431 , find : log 12
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- Express in terms of log 2 and log 3 : log ""( sqrt8)/(27)
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- Express in terms of log 2 and log 3 : log ""(sqrt(54) xx ""^(3) s...
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- Simplify : log""(75)/( 16) - 2 log ""( 5)/(9) +log""( 32)/(243)
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- Simplify : 2 log ""( 15)/(8) - log ""( 25)/( 162) +3 log ""( 4)/(...
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- Let log x= 2m - 3n and log y = 3n - 2m Find the value of log (x^(...
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- Find x, if : 2 + log x = log 45 - log 2 + log 16 - 2 log 3.
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- If l= log "" ( 5)/(7) , m = log ""( 7)/(9) and n = 2 ( log 3 - log...
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- If = log "" ( 5)/(7) , m = log ""( 7)/(9) and n = 2 ( log 3 - log s...
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- Given log(10 ) x = 2a and log(10) y = (b)/(2). Write 10 ^(a) in...
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- Given log(10 ) x = 2a and log(10) y = (b)/(2). Write 10 ^(2b+1) i...
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- Given log(10 ) x = 2a and log(10) y = (b)/(2). If log(10) P = 3a ...
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- If x = 1 + log 2 - log 5, y = 2 log 3 and z = log a - log 5, find the ...
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