-2x+2x
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.
3x6=18 and 6x3=18
8x3=24 6x3=18 24-18=6 so the answer is 6
zero
They are 6x1, 6x2, 6x3 and so on until 6x15.They are 6x1, 6x2, 6x3 and so on until 6x15.They are 6x1, 6x2, 6x3 and so on until 6x15.They are 6x1, 6x2, 6x3 and so on until 6x15.
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. :)
3x6=18 and 6x3=18
8x3=24 6x3=18 24-18=6 so the answer is 6
zero
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
-6x3 + 4x7 - 0.8x2 + x4 - 5x5 = 4x7 - 5x5 + x4 - 6x3 - 0.8x2 = x2 (4x5 - 5x3 + x2 - 6x - 0.8)
14
In additive form6X4 + 30X36X3(X + 5)6X3======GDF
They are 6x1, 6x2, 6x3 and so on until 6x15.They are 6x1, 6x2, 6x3 and so on until 6x15.They are 6x1, 6x2, 6x3 and so on until 6x15.They are 6x1, 6x2, 6x3 and so on until 6x15.