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ICSE-LOGARITHMS -EXERCISE 8(C)
- If log(10) 8 = 0.90, find the value of : (i) log(10)4 (ii) log sqr...
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- If log 27 = 1.431, find the value of : (i) log 9 (ii) log 300
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- If log(10) a = b, find 10^(3b - 2) in terms of a.
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- If log(5) x = y, find 5^(2y + 3) in terms of x.
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- Given : log(3) m = x and log(3) n = y (i) Express 3^(2x - 3) in term...
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- Simplify : (i) log(a)^(3) - log a (ii) log(a)^(3) div log a
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- If log(a + b) = log a + log b, find a in terms of b.
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- Prove that : (i) (log a)^(2) - (log b)^(2) = log((a)/(b)).log(ab) (i...
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- (i) If log(a + 1) = log(4a - 3) - log 3, find a. (ii) If 2 log y - l...
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- Given log x = 2m - n, log y = n - 2m and log z = 3m - 2n, find in term...
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- Given log(x)25 - log(x) 5 = 2 - "log"(x) (1)/(125), find x.
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