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Find the no . Of digit in 2^(47) (given ...

Find the no . Of digit in `2^(47)` (given that `log_(10)2=0.3010`)

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UPKAR PUBLICATION -LOGARITHM-QUESTION BANK
  1. If log(x+2)=log(x)+log(2) then find the value of x

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  2. If log(x-2)=logx-log2 , then find the value of x

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  3. Find the no . Of digit in 2^(47) (given that log(10)2=0.3010)

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  4. If p = log(3)5 and q= log(17) 25 which one of the following is correct...

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  5. If log 2=0.3010 then the numbers of digits in 2^(64) is

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  6. Find the number of digit in 8^(10) (given that log(10) 2 =0.3010)

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  7. Find the no of digit In 8^(57) (given that log(10) 2 =0.3010)

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  8. If log(x-5)=log(x)-log(5) and log(y-6)=logy-log6 , then which of the f...

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  9. If log(x+4)=log(4)+log(x) and log(y+6)=logy+log6 , then which of the f...

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  10. The value of loga(x)/log(ab)x-logab

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  11. The value of log2 3xxlog3 2xxlog3 4xxlog4 3 is

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  12. If a^x=b,b^y=c,c^z=a then the value of xyz is:

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  13. If logx y=100 and log2 x =10 then the value of y is

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  14. If (log)x4=0. 4 , then the value of x is 1 b. 4 c. 16 d. 32

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  15. If log(12)27=a, then log(6)16 is

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  16. If log(10)2 = 0.3010, then log(2) 10 is:

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  17. Find the value of "log"(9)/(8)-"log"(27)/(32)+"log"(3)/(4)

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  18. The simplified form of (log ""(75)/(16) -2 log""(5)/(9) + log ""(32...

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  19. If log 2 = 0.3010 then log 5 equals :

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  20. If log(10)2 = 0.3010 and log(10)7 = 0.8451, then the value of log(10)...

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