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Factor this expression Check by multiplying factors xy-xyb-abx plus ab?
The expression, as given, cannot be factorised.
Factor this expression Check by multiplying factors 3ab-a-3b2 plus b?
(3b - 1)(a - b)
Factor this expression.Check by multiplying factors. xy-xyb-abx-ab?
The expression, as given, cannot be factorised.
Why would you want to factor each expression before multiplying or dividing 2 rational expressions?
In both cases, you may be able to cancel common factors, thus simplifying the expression.
What is the product of multiplying the first factors?
Sorry, this question doesn't make sense. Try asking a different way?
Factor this expression Check by multiplying factors xy-xyb-abx plus ab?
The expression, as given, cannot be factorised.
Factor this expression Check by multiplying factors 3ab-a-3b2 plus b?
(3b - 1)(a - b)
Factor this expression.Check by multiplying factors. xy-xyb-abx-ab?
The expression, as given, cannot be factorised.
Factor this expression Check by multiplying factors 2ab-6ac plus 3b 9c?
(2a + 3)(b - 3c)
Why would you want to factor each expression before multiplying or dividing 2 rational expressions?
In both cases, you may be able to cancel common factors, thus simplifying the expression.
What is a factor in multiplying?
A factor is a number or quantity that when multiplied with another produces a given number or expression.
What is factoring multiplication?
Factor multiplication is the process of multiplying prime factors. The product of factor multiplication is the number that the prime factors are multipilicands of.
Where do you use the common factor in an expression consisting of various terms?
How do you determin the common factors in an expression.
Factor this expression Check by multiplying factors8x plus 2x plus 12x plus 3?
As written, this expression equals 22x + 3, which doesn't factor neatly. Make sure you copied it correctly.
What is the result of multiplying when factors are the same?
When multiplying two identical factors, the result is the square of that factor. For example, if the factor is ( x ), then multiplying it by itself gives ( x \times x = x^2 ). This principle applies to any number or variable, leading to a consistent outcome where the result reflects the area of a square with side length equal to the factor.
How do you factor x2 9x-144?
You don't. This expression does not have any factors.
Is multiplying by a unit conversion factor the same as or different from multiplying by 1?
A conversion factor is the same as multiplying by a factor of?
