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QUANTUM CAT-NUMBER SYSTEM-QUESTION BANK
- Find the remainder when 11^8 is divided by 7.
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- Find the remainder when 5^(123) is divided by 7.
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- Find the remainder when 123^(321) is divided by 5.
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- Find the remainder when 923^(888) + 235^(222) is divided by 4.
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- Find the remainder of (3^(9415))/(80).
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- Find the remainder when 10^(1) + 10^2 + 10^3 + 10^4 + 10^5 + …….. + 10...
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- The remainder of (888^(222) + 222^(888))/(3) is :
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- The remainder of (888^(222) + 222^(888))/(5) is :
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- Find the remiander when 32^(32) is divided 7.
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- The remainder when 8^1785 is divided by 7 is:
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- The remainder when (16)^3500 is divided by 17 is
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- The remainder when (3)^81 is divided by 28 is :
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- The remainder of 2^243/3^2 is :
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- The remainder when (3)^671 is divided by 80 :
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- The remainder of (39^(93!))/(40) is :
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- The remaider of (2^(59!))/(255) is :
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- Find the last two digits of 64^81
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- If x+1/x=2,then the value of x^2+1/x^2 is :
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- If a=24, b=26, c=28, then the value of a^2+b^2+c^2-ab-bc-ac will be :
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- If (a^2+b^2)^3=(a^3+b^3)^2 and ab ne0 then (a/b+b/a)^6 is equal to :
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