Given the algebraic expression, [tex]2x^2y[/tex], the error in the analysis shown in the diagram attached is the wrong listing of terms.
The correct analysis is:
- Term: [tex]2x^2y[/tex]
- Coefficient: 2
- Constant: None
Recall:
Given an expression, say, [tex]2x^2 + 4x + 5[/tex].
- The expression has 3 terms, namely: [tex]2x^2, 4x, $ and 5[/tex]
- The coefficients are: 2 and 4.
Thus, we are given the expression, [tex]2x^2y[/tex],
The expression has only 1 term: [tex]2x^2y[/tex]
1 coefficient: 2
It has no constant.
Therefore, given the algebraic expression, [tex]2x^2y[/tex], the error in the analysis shown in the diagram attached is the wrong listing of terms.
The correct analysis is:
- Term: [tex]2x^2y[/tex]
- Coefficient: 2
- Constant: None
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https://brainly.com/question/4839601
