4x - 3 - 4 is one possible answer.
It's an algebraic expression containing three terms.
4x - 2x = 2x
The expression "x minus 4x" can be simplified by combining like terms. When subtracting 4x from x, we are essentially subtracting 4 of the x terms from 1 of the x terms, resulting in a final answer of -3x. So, x minus 4x simplifies to -3x.
Oh, dude, math time! So, you've got 8y + 4x + 6y. Just like mixing different sodas at the fountain, you can combine like terms here. So, that gives you 14y + 4x. Ta-da! Math magic.
example : 4x + 5b - x + 10c -4c the x's are like terms the c's are like terms
The cube expression of 4x is (4x)^3, which simplifies to 64x^3.
It's an algebraic expression containing three terms.
4x - 2x = 2x
11
The number of terms in an algebraic expression is determined by counting the individual components separated by plus or minus signs. For example, in the expression (3x^2 - 4x + 5), there are three terms: (3x^2), (-4x), and (5). If you're given a specific expression, you can identify the terms by looking for these separations.
The expression (4x + (-x)) simplifies to (4x - x), which equals (3x). Therefore, (4x) plus negative (x) is (3x).
To find the product of (9) and (4x - 2), you distribute (9) to both terms in the expression (4x - 2). This gives you (9 \times 4x - 9 \times 2), which simplifies to (36x - 18). Thus, the product is (36x - 18).
The sum of 4x and 7y in algebraic expression is written as (4x + 7y). This expression represents the combination of the two terms, where 4x is the coefficient of x and 7y is the coefficient of y. There are no like terms to combine further, so the expression remains as it is.
To simplify the expression ( x x - 3 + 4x^2 - 2x - x ), first combine like terms. The terms can be rearranged to get ( 4x^2 + (x - 2x - x) - 3 ). This simplifies to ( 4x^2 - 3 ). Therefore, the simplified form is ( 4x^2 - 3 ).
To solve the expression (5x^2 - 3x + 4x^2 + 6), first combine like terms. The (x^2) terms (5x^2) and (4x^2) combine to give (9x^2). Then, including the linear term (-3x) and the constant (6), the final expression simplifies to (9x^2 - 3x + 6).
terms: 4x,-8,5 like terms: 4x coeffience: 8,4,5 Constant 8,5
They are two terms of an algebraic expression