what does term "factor each expression" mean in 8th grade math?
if you had 96
factors would be
3*2*2*2*2*2
if you had x^2-x
factors would be
x and x-1
because
x*(x-1) = x^2-x
1+1--2
In 8th grade math, when you're asked to "factor each expression," it means that you need to break down the given expression into its simplest, multiplied parts. Factoring involves finding the numbers or algebraic expressions that, when multiplied together, give you the original expression.
To factor an expression, you usually look for common factors, such as common numbers or variables that can be pulled out. This is done by using the distributive property in reverse. By factoring an expression, you can often simplify it or solve it more easily.
For example, if you were given the expression 2x + 4, to factor it, you would see that both terms have a common factor of 2. Factoring out the 2, you get 2(x + 2).
So, when you're asked to "factor each expression" in 8th grade math, you need to break down the given expression into its simplest, multiplied parts by finding common factors.