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ADVANCED MATHS BY ABHINAY MATHS ENGLISH-NUMBER SYSTEM -MULTIPLE CHOICE QUESTIONS
- If a number 67235x489 is divisible by 9, then find the value of x.
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- If a number 6784329x145 is divisible by 11, then find the value of x.
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- What will come in place of unit digit in the value of (7)^(35) xx (3)^...
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- Find the unit digit of expression (259)^123 – (525)^111 – (236)^122 – ...
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- Find the unit digit of expression (599)^122 – (125)^625 – (144)^124 + ...
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- Find the unit digit of expression (216) ^1000× (625) ^2000×(514) ^3000...
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- Find the unit digit of expression (823)^(933!) × (777)^(223!) × (838)^...
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- Find the unit digit of expression 125^813 * 553^3703 * 4537^828?
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- Find the unit digit of expression (232)^(123!) × (353)^(124!) × (424)^...
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- Find the units digit in the expansion of (44)^44+(55)^55+(88)^88.
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- The last digit of the following expreesion is : (1!)^1 + (2!)^(2) + ...
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- Find the unit digit in the expression :(1!)^(1!) + (2!)^(2!) + (3!)^(3...
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- Find the unit digit in the expression : (3^57*6^41*7^63)
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- Find the units digit in the expansion of (44)^44+(55)^55+(88)^88.
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- If 100! divisible by 3^n then find the maximum value of n.
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- If 122! is divisible by 6^n then find the maximum value of n.
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- If 123! is divisible by 12^(n) then find the maximum value of n.
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- If 133! is divisible by 7^(n) then find the maximum value of n.
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- If 187! is divisible by 15^(n) then find the maximum value of n.
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- Find no of zeros in 100 !
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