1, 3, 5, 15, 31, 71, 93, 155, 213, 355, 465, 1065, 2201, 6603, 11005, 33015.
yes
3, yes; 2, no
No.
To find the divisors of 33015, we start by performing its prime factorization, which is (3 \times 5 \times 7 \times 11 \times 13). The total number of divisors can be calculated using the formula ((e_1 + 1)(e_2 + 1)(e_3 + 1)...), where (e) represents the exponent of each prime factor. In this case, since all primes are raised to the first power, the total number of divisors is ((1+1)^5 = 32). The divisors include all combinations of these prime factors, resulting in a set of 32 distinct divisors.
402 is divisible by 2.402 is divisible by 2.402 is divisible by 2.402 is divisible by 2.
No.
No.
Yes
yes
no
yes
To determine what number 33015 is divisible by, we need to look at its prime factorization. First, we find the prime factors of 33015, which are 3, 5, 7, 11, and 17. To find what number 33015 is divisible by, we need to find the common factors among these prime factors. In this case, 33015 is divisible by 3, 5, 7, 11, and 17.
Yes, both.
Yes: 33,015 / 5 = 6,603
3, yes; 2, no
1, 3, 5, 15, 31, 71, 93, 155, 213, 355, 465, 1065, 2201, 6603, 11005, 33015.
Yes 33015/3 is 11005. Here's a tip: if the digits of number add up to a multiple of three, then that number is also a multiple of three.