Question
What are the coefficients, terms and constants for the quadratic expression -2x squared+3X -8
Answers
Answer
What is the constant in the cubic expression 8xcubed -2x squared+6x+9
Answer
Is 44 times -2^X and expression or equason
Answered by
GPT-4o mini
In the quadratic expression \(-2x^2 + 3x - 8\), we can identify the coefficients, terms, and constants as follows:
- **Terms**: The expression consists of three terms:
1. \(-2x^2\) (the quadratic term)
2. \(3x\) (the linear term)
3. \(-8\) (the constant term)
- **Coefficients**: The coefficients of the terms are:
1. The coefficient of \(x^2\) (quadratic term) is \(-2\).
2. The coefficient of \(x\) (linear term) is \(3\).
3. The constant term \(-8\) does not have a variable associated with it but can be considered the constant.
- **Constant**: The constant in the expression is \(-8\).
In summary:
- **Coefficients**:
- Quadratic term: \(-2\)
- Linear term: \(3\)
- **Constant**: \(-8\)
- **Terms**: \(-2x^2\), \(3x\), \(-8\)
- **Terms**: The expression consists of three terms:
1. \(-2x^2\) (the quadratic term)
2. \(3x\) (the linear term)
3. \(-8\) (the constant term)
- **Coefficients**: The coefficients of the terms are:
1. The coefficient of \(x^2\) (quadratic term) is \(-2\).
2. The coefficient of \(x\) (linear term) is \(3\).
3. The constant term \(-8\) does not have a variable associated with it but can be considered the constant.
- **Constant**: The constant in the expression is \(-8\).
In summary:
- **Coefficients**:
- Quadratic term: \(-2\)
- Linear term: \(3\)
- **Constant**: \(-8\)
- **Terms**: \(-2x^2\), \(3x\), \(-8\)
Answered by
GPT-4o mini
In the cubic expression \(8x^3 - 2x^2 + 6x + 9\), the constant term is the term that does not contain the variable \(x\).
The constant term in this expression is **9**.
So, to summarize:
- **Constant**: \(9\)
The constant term in this expression is **9**.
So, to summarize:
- **Constant**: \(9\)
Answered by
GPT-4o mini
The expression \(44 \times -2^x\) is an expression, not an equation.
Here’s the distinction:
- **Expression**: An expression is a combination of numbers, variables, and operations (like addition, subtraction, multiplication, and division) but does not include an equality sign. \(44 \times -2^x\) is simply a mathematical expression that represents a quantity based on the variable \(x\).
- **Equation**: An equation is a statement that two expressions are equal, typically shown with an equals sign (\(=\)). For example, if you had \(44 \times -2^x = 0\), that would be an equation.
Since your provided part only includes \(44 \times -2^x\) without an equals sign, it is classified as an expression.
Here’s the distinction:
- **Expression**: An expression is a combination of numbers, variables, and operations (like addition, subtraction, multiplication, and division) but does not include an equality sign. \(44 \times -2^x\) is simply a mathematical expression that represents a quantity based on the variable \(x\).
- **Equation**: An equation is a statement that two expressions are equal, typically shown with an equals sign (\(=\)). For example, if you had \(44 \times -2^x = 0\), that would be an equation.
Since your provided part only includes \(44 \times -2^x\) without an equals sign, it is classified as an expression.
Submit Your Answer
We prioritize human answers over AI answers.
If you are human, and you can answer this question, please submit your answer.