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If x, where 0,1,2 are respectively the values of x satisfying the equation `((log _5 x))^2` + `(log_(5x)( 5/x))`, then

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The correct Answer is:
`{1,5 1/25}`
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MOTION-BASIC MATHEMATIC & LOGARITHM -Exercise - 3
  1. Let A denotes the value of log10 {(ab+sqrt((ab)^2-4(a+b)))/2}+log10 {l...

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  2. Solve following log equation x^((logx+5)/3)=10^(5+logx)

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  3. If x, where 0,1,2 are respectively the values of x satisfying the equa...

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  4. log(4)(log(2)x)+log(2)(log(4)x)=2

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  5. Solve the equation 5^(x)root(x)(8^(x-1))=500

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  6. Given that log2(3)=a,log3(5)=b,log7(2)=c, express the logrithm of the ...

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  7. If log(b) a. log(c ) a + log(a) b. log(c ) b + log(a) c. log(b) c = 3 ...

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  8. If (loga)/(b-c) = (logb)/(c-a) = (logc)/(a-b), then prove that a^(a)...

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  9. If x = log(3) 4 " and " y = log(5) 3, find the value of log(3) 10 " an...

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  10. If k^(log2 5)=16 , find the value of k^((log2 5)^2)

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  11. If log(10) (x^(2) - 12x + 36) = 2 , find x

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  12. 9^(1+log x)- 3^(1+log x) - 210 = 0 , where base of log is 3.

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

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  14. If log(e) log(5) [sqrt(2x - 2) +3 ] = 0

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  15. Let a and b be real numbers greater than 1 for which there exists a po...

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  16. Find the square of the sum of the roots of the equation log(3)x.log(...

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  17. Find 'x' satisfying the equation 4^(log(10) x + 1) - 6^(log(10)x) - ...

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  18. Given log(2) a = s, log(4) b = s^(2)" and " log(c^(2)) (8) = 2/(s^(3) ...

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  19. prove that a^x - b^y = 0 where x = sqrt(loga b ) and y = sqrt(logb ...

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  20. If x ,\ y >=0,(log)y x+(log)x y=(10)/3\ a n d\ x y=144 ,\ t h e n(x...

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