(1) y2-2zy-2y-2z-3 = y2 -2y (z+1) - (2z+3)
Delta = [-(z+1)]2 - (- (2z+3)) = z2+2z+1+2z+3= z2+2z+4 = (z+2)2
(If used the reduced form as b=-2(z+1) is even, b'=-(z+1) and delta=b'2-ac)
y=(z+1) ± (z+2) so y = 2z+3 or y =-1
So the (1) can be written (y-2z-3)(y+1)
If that is + 192 then divide all terms by 3 and it is (x+8)(x+8) when factored
Math books and teachers will make it look like all trinomials can be factored, but many are not.
Basically, service loads are those applied loads which have not yet been factored. Also known as "working loads"
X(5-8)
8(7c - 5d)
If you mean: 5x+35 then when factored it is 5(x+7)
66 factored to get -1 = 65
273-8 factored = 265
16m-28m factored = -12
It can be factored as the SQUARE OF A BINOMIAL
Factored loads are inflated loads. Each type of load has a specific safety factor (load factor) added. Un-factored loads are not inflated.
We factored many suggestions into the equation.
If a number cannot be factored it is a prime number.
You can't know if a general polynomial is in factored form.
a3-4a = a(a2-4) when factored
27-y3 factored completely = 24
3y-6y in factored form = -3