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ARIHANT SSC-LOGARITHM -INTRODUCTORY EXERCISE- 16.1
- If log(10)2 = 0.3010, then log(2) 10 is:
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- If 2^(x) 3^(2x) =100 then the value of x is (log 2 = 0.3010, log 3 = 0...
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- If log 2=0.3010 and 5^x=400, then the value of x is :
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- If log 2 = 0.3010, the number of digits in 5^(20) is:
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- If log(m+n) = log m + log n, then:
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- If log(10)a + log(10) b =c, then the value of a is:
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- The mantissa of log 3274 is 0.5150. The value of log(0.3274) is:
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- if log(10)x = 1.9675, then the value of log(10)(100x) is:
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- If 5^(x) = (0.5)^(y) = 1000, then the value of (1/x - 1/y) is:
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- If 1/2 log x + 1/2 log y + log2 = log(x+y), then:
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- If p = log(3)5 and q= log(17) 25 which one of the following is correct...
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- If x^(2) + 4y^(2) =12 xy, then log (x+2y) is equal to
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- The value of (2^(log3^(7) - 7^(log (3)2))) is
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- 1/(log(2)a) + 1/(log(4)a) + 1/(log(8)a)+….. To n terms =(n(n+1))/k, th...
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- The value of (log tan 1^(@) + log tan 2^(@)+……. + log tan 89^(@)) is
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- The value of x for which log(9)x - log(9) (x/10 + 1/9) is:
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- If (x^(4) - 2x^(2)y^(2) + y^(4))^(a-1) =(x-y)^(2a) (x+y)^(-2), then th...
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- log(2)7 is:
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- log(y)x=?
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- The value of log(10)2 + 16 log(10)(16/15) + 12 log(10)(25/24) + 7 log(...
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