It is an expression that can be simplified to: 1-4b-5c
2ab - 6ac + 3b - 9c = b(2a + 3) - 3c(2a + 3) = (b - 3c)(2a + 3)
Given the equation ( (3a - 4) + (3b - 4) + (3c - 4) = 2016 ), we can simplify it to ( 3a + 3b + 3c - 12 = 2016 ), leading to ( 3a + 3b + 3c = 2028 ). Dividing by 3 gives ( a + b + c = 676 ). Now, to find ( (4a - 3) + (4b - 3) + (4c - 3) ), we can express it as ( 4(a + b + c) - 9 = 4(676) - 9 = 2704 - 9 = 2695 ). Thus, the sum is 2695.
(3b + 7x)(3b + 7x) or (3b + 7x)2
(a+b)(3b+1)
6+7a+6b
2ab - 6ac + 3b - 9c = 2a(b - 3c) + 3(b - 3c) = (2a + 3)(b - 3c).
4a + 3c - 2b - c + a - b = 5a - 3b + 2c
2ab - 6ac + 3b - 9c = b(2a + 3) - 3c(2a + 3) = (b - 3c)(2a + 3)
0.6b + 3c
Gathering like terms together, this is equal to 5a + 3b + 7c.
(2a + 3)(b - 3c)
That's going to depend on the values of 'a', 'b', 'c', and 'f'.
Given the equation ( (3a - 4) + (3b - 4) + (3c - 4) = 2016 ), we can simplify it to ( 3a + 3b + 3c - 12 = 2016 ), leading to ( 3a + 3b + 3c = 2028 ). Dividing by 3 gives ( a + b + c = 676 ). Now, to find ( (4a - 3) + (4b - 3) + (4c - 3) ), we can express it as ( 4(a + b + c) - 9 = 4(676) - 9 = 2704 - 9 = 2695 ). Thus, the sum is 2695.
3b
(3b + 7x)(3b + 7x) or (3b + 7x)2
(a+b)(3b+1)
5 + 10ac + 3b