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.
In algebra collect like terms means combining the like terms together. It can be done with the help of variables, powers and the terms which have like properties. When collecting like terms the corresponding sign of a particular number will carry with the term.For Example:Combine the like terms and simplify the expression 2x + 8y +2 + 4x + y + 1SOLUTION:The given expression is 2x + 8y +2 + 4x + y + 1The terms in the given expression is 2x, 8y, 2 , 4x, y, 1.Now combine the like terms with the help of variables.Collect 2x and 4x together, 8y and y together and the constants 2 and 1 together.The simplified answer for the given expression is= 2x + 8y +2 + 4x + y + 1= 2x+4x +8y +y + 2+1= 6x + 9y +3
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