yes
The factors of 867 are 1 3 17 51 289 867, and the prime factors are 3 and 172.
867 is a prime number but 504 is obviously a composite number because its last digit is an even number so 2 is one of its factors.
The prime factorization of 867 is: 3 x 289 3 x 17 x 17 The two prime factors of 289 are 3 and 17.
3*17*17
To find two numbers that multiply to 867, we need to factorize 867. The prime factorization of 867 is 3 x 17 x 17. So, the two numbers that multiply to 867 are 3 and 289 (17 x 17).
Each of these numbers goes evenly into 867: 1, 3, 17, 51, 289, 867.
The only even number that is prime is 2 So the numbers can't end with 6 or 8 867 = 3 x 172 687 = 3 x 229 So the answer is no
(1564 × 94) − 867 = 146149
It is: (1564*94)-867 = 146,149
867-5309
867 5309
The product of 1564 and 94 is 147016. If we subtract 867 from that, we get 146149.