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UPKAR PUBLICATION -LOGARITHM-QUESTION BANK
- If log(10)2 = 0.3010, then log(2) 10 is:
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- Find the value of "log"(9)/(8)-"log"(27)/(32)+"log"(3)/(4)
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- The simplified form of (log ""(75)/(16) -2 log""(5)/(9) + log ""(32...
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- If log 2 = 0.3010 then log 5 equals :
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- If log(10)2 = 0.3010 and log(10)7 = 0.8451, then the value of log(10)...
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- If (log)(10)\ \ 2=0. 30103 , find the value of (log)(10)50.
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- [log((a^2)/(b c))+log((b^2)/(a c))+log((c^2)/(a b))] is equal to 0 b. ...
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- Find the value of log 8+ log(1/8)
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- The equation loga x +loga(1+x)=0 can be written as
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- Find the value of logx+log(1/x)
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- What is the value of 1/(2)"log"(10)25-2"log"(10)3+"log"(10)18?
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- If log 90=1.9542 then log 3 equals to
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- If log(0. 57)= 1 .756 , then the value of log57+log(0. 7)63+logsqrt(0....
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- If log 2 =x log 3=y and log 7 =z then the value of log(4xx root 3(63))
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- If log 3=0.477 and (1000)^x=3 , then x is equal to
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- If 2log4 x =1+log4 (x-1) , find the value of x
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- If 5^(5-x)=2^(x-5) , find the value of x
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- If log8 x+log4 x+log2 x=11 then the value of x is
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- If 10^(0.3010)=2 then find the value of log(0.125) 125
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- Find the value of log(0.125) 64
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