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Solve for x :(log)4(log)3(log)2x=0...

Solve for `x :(log)_4(log)_3(log)_2x=0`

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ALLEN -LOGARITHMS-All Questions
  1. Prove the identity; (log)a N* (log)b N+(log)b N * (log)c N+(log)c N * ...

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  2. Which is smaller? 2 or ((log)("e"-1)2+(log)2(e-1))

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  3. Solve for x :(log)4(log)3(log)2x=0

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  4. Find the value of 49^A+5^B where A=1-(log)7 2, B=-(log)5 4.

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  5. If 4^A+9^B=10^C , where A=(log)(16)4,B=(log)3 9, C=(log)x 83 then find...

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  6. Value of [2/((log)4(2000)^6)+3/((log)5(2000)^6)] is a. 4^(1/3). 5^(1...

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  7. Solve the system of equations: (log)a x(log)a(x y z)=48, (log)a y loga...

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  8. Compute the following (81^(1/((log)5 9))+3^(3/((log)(sqrt(6))3)))/(409...

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  9. Compute the following 56+(log)(sqrt(2))4/(sqrt(7)+sqrt(3))+(log)(1//2)...

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  10. 4^(5 log(4sqrt(2)) (3-sqrt(6)) - 6 log8(sqrt(3)-sqrt(2)))

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  11. Solve for x :5^(logx)+5x^(log5)=3(a >0); where base of log is a

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  12. Solve (log)x2(log)(2x)2=(log)(4x)2.

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  13. Solve for x :(log)("x"+1)(x^2+x-6)^2=4

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  14. Solve for x : x+(log)(10)(1+2^x)=x(dot(log)(10)5+log(10)6)

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  15. Given a^2+b^2=c^2, a >0 ; b >0; c >0,\ c-b!=1,\ c+b!=1,\ prove that ...

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  16. Given (log)(10)34. 56=1. 5386 ,\ find (log)(10)3. 456 ;(log)(10)0. ...

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  17. Find the number of positive integers which have the characteristics 3 ...

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  18. If (log)(10)2=0. 3010\ &(log)(10)3=0. 4771.\ Find the value of (log...

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  19. If log(10)2=0.3010 ,\ log(10)3=0.4771. Find the number of integers in ...

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  20. Find the antilogarithm of 0.75 if the base of the logarithm is 2401.

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