27
9,3
3,3,3
27 9,3 3,3,3
27 9,3 3,3,3
27 3,9 3,3,3
27 3, 9 3, 3, 3
27 9,3 3,3,3
In the case of 27, there is only one possible factor tree - using the factors 3 and 9 as the first step. 27 3 x 9 3 x (3x3)
No you cannot. You might want to try the factor tree for 27.
27 9,3 3,3,3
27 9,3 3,3,3 52 26,2 13,2,2
Is this about drawing factor tree of 27? If this is so: ...........27 .........../ \ .........9 * 3 ......../ \ ......3 * 3 Prime Factorization of 27 = 3 * 3 * 3
16
27 9,3 3,3,3 36 18,2 9,2,2 3,3,2,2