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- If a, b and c are in GP, then log(a)x, log(b)x and log(c) x will be
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- log(5sqrt(5))5 is equal to
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- The value of log(6) (216sqrt(6)) is
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- the value of (0.05)^(log(sqrt(20))(0.1+0.01+0.001+....)
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- If a= log(24) 12, b = log(36) 24, c = log(48) 36 , then 1 + abc is e...
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- Evaluate: 81^(1//log(5)3) + 27^(log(9)36) + 3^(4//log(l)9)
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- (log(8)17)/(log(9)23) - (log(2sqrt(2))17)/(log(3)23) is equal to
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- If log(8)m+ "log"(8) (1)/(6)= (2)/(3), then m is equal to
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- If log(2)x xx log(2)"" (x)/(16) + 4 = 0, then x is equal to
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- If log x, log y and log z are in AP, then
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- The value of (1)/(log(3)pi) + (1)/(log(4)pi) is
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- If log(a)m= x, then "log"(1//a) (1)/(m) is equal to
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- If f(a) = log"" (1 + a)/(1-a) then f((2a)/(1+a^(2))) is equal to
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- The value of 7 "log"(a)(16)/(15)+5 "log"(a) (25)/(24) + 3"log"(a) (81)...
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- Simplify: 1/(1+(log)a b c)+1/(1+(log)b c a)+1/(1+(log)c a b)
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- If log ((a + b)/(2)) = (1)/(2) (log a + log b), then a is equal to
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- (1 + log(n)m) * log(mn) x is equal to
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- log(a)b = log(b)c = log(c)a, then a, b and c are such that
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- If log (3+ 4 + k) = log 3 + log 4 + log k, then the value of k is
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- If (log)(10)2=0. 30103 ,(log)(10)3=0. 47712 , then find the number of ...
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- (log (x^(3) + 3x^(2) + 3x + 1))/(log (x^(2) + 2x + 1)) is equal to
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