The constant term in the given expression [tex]m-4n+3.5+\dfrac{4}{5}p[/tex] is +3.5.
Given:
The given expression is [tex]m-4n+3.5+\dfrac{4}{5}p[/tex].
It is required to find the constant from the given expression.
From the given expression, m, n, and p are the variables. And the term multiplied with them are their coefficients.
The variable terms in the given expression are:
[tex]m, -4n, \dfrac{4}{5}p[/tex]
What is a constant term?
The term in an expression which is not multiplied or divided with any variable is the constant term. The constant term has a fixed value and it doesn't change.
Therefore, the constant term in the given expression [tex]m-4n+3.5+\dfrac{4}{5}p[/tex] is +3.5.
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https://brainly.com/question/13947055
