Consider the expression a+(b+1)+2c". " Complete 2 descriptions of the parts of the expression. The entire expression is a sum with On its own, 2c is a product with

Describe Expression: Now, let's describe the entire expression. The entire expression ＂a+(b+1)+2c＂ is a sum because it involves the addition of the three terms: ＂a＂, ＂(b+1)＂, and ＂2c＂.Identify Term: Next, we will describe the term ＂2c＂. On its own, ＂2c＂ is a product because it involves the multiplication of the number ＂2＂ and the variable ＂c＂.

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Consider the expression

a+(b+1)+2c". "
Complete 2 descriptions of the parts of the expression.

The entire expression is a sum with
On its own,
2c is a product with

Consider the expression $\newline$ $a+(b+1)+2 c \text {. }$ $\newline$ Complete $2$ descriptions of the parts of the expression. $\newline$ $1$ . The entire expression is a sum with $\square$ . $\newline$ $2$ . On its own, $2 c$ is a product with $\square$ .

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Math Problems

Algebra 1

Identify a sequence as explicit or recursive

Full solution

Q. Consider the expression

\newline

a+(b+1)+2 c \text {. }

\newline

Complete

2

descriptions of the parts of the expression.

\newline

1

. The entire expression is a sum with

\square

\newline

2

. On its own,

2 c

is a product with

\square

Describe Expression: Now, let's describe the entire expression. $\newline$ The entire expression $a+(b+1)+2c$ is a sum because it involves the addition of the three terms: $a$ , $(b+1)$ , and $2c$ .
Identify Term: Next, we will describe the term $2c$ . On its own, $2c$ is a product because it involves the multiplication of the number $2$ and the variable $c$ .