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Step by step text solution for Find the logarithms of (i) 1728 to the base 2sqrt(3) (ii) 0.00001 to the base 0.01 by MATHS experts to help you in doubts & scoring excellent marks in Class 12 exams.
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CHHAYA PUBLICATION-LOGARITHM -Long Answer Type Question
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- If x = log(a)(bc), y = log(b)(ca), z = log(c)(ab), then find 1/(x+1) ...
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- If x=log(a)(bc),y=log(b)(ca) and z=log(c )(ab) show that x+y+z+2=x...
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- If x = log(2a)a, y = log(3a)2a , z = log(4a)3a, then show that xyz + 1...
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- If x=1 +log(a)(bc) , y=1 +log(b)(ca) and z=1+log(c )(ab) prove that xy...
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- Prove that the value of log(10)3 lies in between 1/2 and 2/5.
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- Solve log(x)3log(x)/(81)3=log(x)/(729)3
Text Solution
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- Solve : (iv) x^(log(2)a)+a^(log(2)x)=2a^(2).
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- Solve log(4)(x-1)=log(2)(x-3)
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- Solve : (iii) 4^(log(9^3))+9^(log(2^4))=10^(log(x^83))
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