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ARIHANT SSC-LOGARITHM -EXERCISE LEVEL 1
- Find the value of log(10) root(7)(13) if log(10) 13 = 1.1139
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- Find the logarithm of 144 to the base 2sqrt(3).
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- if log(a) N = (log(b)N) xx P, then find P in terms of a and b,
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- The value of log(ab)^(2) - log(ac) + log(bc^(4)) - 3 log (bc) is:
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- If log(2)x + log(4)x + log(64)x =5, find x:
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- If log(q)(xy)=3 and log(q)(x^(2)y^(3))=4, find the value of log(q)x,
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- If (log x)/(l + m -2n) = (log y)/(m + n -2l) = (log z)/(n + l -2m), th...
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- If a,b,c be the pth , qth, rth terms of a GP then the value of (q-r)lo...
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- If a^(3-x) . b^(5x) = a^(x+5)b^(3x), then the value of x log (b/a) is:
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- If u = v^(2) = w^(2) =z^(4), then log(u)(uvwz), is equal to
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- Find the value of (log sqrt(27) + log sqrt(8) - log sqrt(125))/(log 6 ...
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- The first term and the last term of a GP are a and k respectively. If ...
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- Find the value of x for log(x)2. log(x//16)2 = log(x//64)2,
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- Find the value of x for log(x)2. log(x//16)2 = log(x//64)2,
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- Find the value of x and y respectively for log(10)(x^(2)y^(3))=7 and l...
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- if y=a^(1/(1-log(a)x)) and z=a^(1/(1-log(a)y)), then x is equal to:
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- A seven digit number divisible by 9 is to be formed by using 7 out of ...
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- Find the value of 1/(log(3)e) + 1/(log(3)e^(2)) + 1/(log(3)e^(4))+………....
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- If log(10)x^(2) -log(10)sqrt(y) =1, find the value of y, when x=2
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- Find the value of (3^(2))^(5log(3)x):
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