Factorizing is putting expressions into brackets to simplify them. For example 6x3+4x2+2x can be factorized into 2x(3x2+2x+1). When the bracket is multiplied out, it'll give the original expression: (2x*3x2)+(2x*2x)+(2x+1)=6x3+4x2+2x To do this needs a lot of trial and error to get the right combination of numbers and letters in and out of the brackets.
8x3=24 6x3=18 24-18=6 so the answer is 6
3x6=18 and 6x3=18
zero
6x3
6x3=18
Factorizing is putting expressions into brackets to simplify them. For example 6x3+4x2+2x can be factorized into 2x(3x2+2x+1). When the bracket is multiplied out, it'll give the original expression: (2x*3x2)+(2x*2x)+(2x+1)=6x3+4x2+2x To do this needs a lot of trial and error to get the right combination of numbers and letters in and out of the brackets.
6X3 is 6, 3 times. 6, 3 times is 6+6+6. 6+6+6=18. 6X3=18. :)
8x3=24 6x3=18 24-18=6 so the answer is 6
3x6=18 and 6x3=18
BASIC ASSUMPTIONS IN L.P.P ARE: 1.LINEARITY: Objective Function and Constraints must be expressed in linear inequalities 2.DETERMINISTIC:Coefficient of decision variable in objective function and constraints expression would be finite and known 3.Divisibility: Decision variable can be any non-negative value including fractions.
6x3/12x = 6/12 * x3/x = 0.5*x2
zero
14
-6x3 + 4x7 - 0.8x2 + x4 - 5x5 = 4x7 - 5x5 + x4 - 6x3 - 0.8x2 = x2 (4x5 - 5x3 + x2 - 6x - 0.8)
In additive form6X4 + 30X36X3(X + 5)6X3======GDF
6x3