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Quantitative Aptitude

Sum of Consecutive Numbers

Show that p*2...

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Show that p*2 will leave reminder 1 when divided by 8 if p is an odd positive integer

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Q. A positive integer 'a' when divided by the smallest odd prime leaves a reminder 'r' .Which of the following cannot be 'r'
a) 0
b)1
c)2
d)3

If p(x)=x³ -ax² +bx+3 leaves a reminder-19 when divided by (x+2) and a reminder 17 when divided by (x-2), price that a+b=6

A positive integer 'a'when divided by the smallest odd prime leaves a reminder ''r'which of the following cannot be 'r' ?

A} 0 B}1. C}2. D}3

n^{2} - 1

is divisible by

8

, if n is an odd positive integer.

P^{2} - 1

is always divisible by (if P is an odd positive integer)

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