Simplify the expression:

\((-3x - 7) + (4x + 7)\)

The value of the expression (- 3x - 7) + (4x + 7) will be x.
What is the value of the expression?
When the relevant components and **basic processes **of a numerical method are given values, the **expression's result **is the result of the computation it depicts.
The definition of **simplicity **is making something simpler to achieve or grasp while also making it a little less difficult .
The **expression **is given below.
⇒ (- 3x - 7) + (4x + 7)
**Simplify **the expression, then we have
⇒ (- 3x - 7) + (4x + 7)
⇒ - 3x - 7 + 4x + 7
⇒ x
The value of the expression (- 3x - 7) + (4x + 7) will be x.
More about the **value of the expression **link is given below.
https://brainly.com/question/23671908
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Answered by jainveenamrata | 2024-06-17

To simplify the expression (-3x-7) + (4x+7), we combine like terms, resulting in -3x plus 4x which simplifies to x, and -7 plus 7 which cancels out to 0. The final simplified expression is x.
The student asked to simplify the algebraic expression: (-3x-7) + (4x+7). To solve this problem, we combine like terms. The like terms are the ones that contain the same variable to the same power, in this case, -3x and 4x as well as -7 and +7.
First, we combine the x-terms: -3x + 4x which simplifies to x.
Next, we combine the constant terms: -7 + 7 which is equal to 0.
Therefore, the simplified expression is simply x, since -7 + 7 equals 0 and cancels out.

Answered by JamesRipley | 2024-06-24

The expression ( − 3 x − 7 ) + ( 4 x + 7 ) simplifies to x . This is done by combining like terms step-by-step. The final simplified result is x .
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Answered by jainveenamrata | 2024-10-30