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ARIHANT SSC-FUNDAMENTALS -LEVEL 1
- The remainder when (2^(54) - 1) is divided by 9 is :
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- A number 1 < N < 100 is such that it is a perfect square and perfect c...
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- The product of the digits of a three digit number which is a perfect s...
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- A natural number N is such that N = a^2 = b^4 = c^8 , where a, b, c ar...
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- The possible value of |x| + |x - 1| = 2 is :
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- If (pqr)^2 = (ijk pqr), where i,j,k,p,q,r in W, are pqr and ijkpqr are...
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- 3^(6n) + 4^(6n) is necessarily divisible by 25 when :
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- The number of zeros at the end of 100!, is
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- the greatest power of 3, when 41 ! Is expressed in prime factors :
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- A two digit number is such that it is the product of the two distinct ...
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- The value of the expression 7777 + 7777 xx 7777 xx (5 div 77) xx (1...
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- The sum and difference of a number with its reciprocal are 113/56 and ...
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- If 4 is added to the numerator of a fraction, it becomes 1/3 and if 3 ...
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- In an opera house, there are 7777 chairs to be placed, but the organis...
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- If p^r . P^(-1) . P^s = (sqrt(p^3))^(2) and p^(3//2).p^r = p^s.p^(-1//...
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- If 5^(-k) = 1/l, then the value of 5^(3k) is equal to :
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- 5^(x - 1) + 5^x + 5^(x + 1) = 775 then the value of x for every positi...
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- If a, b are two perfect square digits and ab is a two digit perfect sq...
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- The greatest possible number which can always divide the sum of the cu...
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- The least possible divisor of 25930800 by which we divide this number,...
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