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CALCUTTA BOOK HOUSE-LOGARITHM-Exercise - 7 (Short-answer type questions)
- Find the logarithm of 1600 with respect to the base 2root(3)(5).
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- If the logarithm of 1728 be 6 then, find the base of the logarithm.
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- If 1/(log(x)10) = 2/(log(0.5)10), then find the value of x.
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- Simplify : 1/(log(ab)(abc)) + 1/(log(bc)(abc))+1/(log(ca)(abc))
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- Calculate : log(2)log(sqrt2)log(3)(81)
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- Compute x if log(x)(0.3) = 3.
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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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- Calculate : 5^(2-log(5)2)
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- If a = log(3)5, b = log(17)25, then show that a > b.
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- If log(10)2 = 0.3010 determine the value of log(4)(125).
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