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What is the coefficient of the x2y term in the expansion of (x 2y)3?

The coefficient is 6.


What is the coefficient of the x2y term in the expansion of (x plus 2y)3?

The coefficient is 6.


What is -2y plus x2y-8?

It is -2y + x2y - 8, which is an expression that cannot be simplified further, not can it be evaluated.


Simplify 8 -x 2y you 2y - x?

8-x2y 8-2xy 2xy-8


What is the third term in the expansion (x 2y)4?

24x^2y^2


What is the third term in the expansion (x plus 2y) to the 4th power?

24x^2y^2


Factor x2y-3x2-2y plus 6?

(x2 - 2)(y - 3)


What is the coefficient of 2y?

2


What is the definition of literal coefficient in algebra?

In algebra, a literal coefficient refers to the part of a term that consists of variables (letters) raised to powers, excluding any numerical coefficients. For example, in the term (3x^2y), the literal coefficient is (x^2y), as it represents the variables involved in the expression. The numerical part, in this case, is the coefficient (3). Literal coefficients help in identifying the variable components of algebraic expressions.


Where is a coefficient located?

A coefficient is the number in front of a variable. For example, consider the expression '2y' y is the variable 2 is the coefficient


What are the example of the numerical coefficient?

In mathematics, a numerical coefficient is a constant factor in a term of an algebraic expression. For example, in the term 5x, the numerical coefficient is 5. In the expression 2y^2, the numerical coefficient is 2. Numerical coefficients can be positive, negative, integers, fractions, or even irrational numbers.


What is the coefficient of x in the expression x 2y 5?

1x