2010006104 Level: BThe number \( x \) when divided by \( 11 \) gives a remainder of \( 3 \). The number \( x \) can be written in the form:\( 11n+3,\ n\in\mathbb{N} \)\( 3n+11,\ n\in\mathbb{N} \)\( 11(n+3),\ n\in\mathbb{N} \)\( 3(n+11),\ n\in\mathbb{N} \)
2010006105 Level: BThe number \( 432a623212 \) is divisible by \( 3 \) if\( a= 8 \).\( a= 7 \).\( a= 4 \).\( a= 0 \).
2010007501 Level: BThe number \( 3\cdot7\cdot13 \) has exactly:eight positive integer divisorssix positive integer divisorsthree positive integer divisorsfive positive integer divisors
2010007502 Level: BThe number \( 3\cdot4\cdot11 \) has exactly:twelve positive integer divisorssix positive integer divisorsfour positive integer divisorsten positive integer divisors
2010007503 Level: BThe number \( 2\cdot6\cdot11 \) has exactly:twelve positive integer divisorssix positive integer divisorsfour positive integer divisorsten positive integer divisors
9000076001 Level: BIn the following list identify a set of a numbers which give remainder \(2\) after division by \(3\), i.e. the numbers can be written in the form \(3k + 2\), \(k\in \mathbb{N}_{0}\).\(5,\ 8,\ 11\)\(5,\ 10,\ 15\)\(3,\ 6,\ 9\)\(15,\ 25,\ 30\)\(4,\ 5,\ 6\)