In the expression \( 2b^3d^3 + 10c^2 + 7 + 5c^3d^2 \), the terms are the individual parts separated by the plus or minus signs.
The terms in this expression are:
- \( 2b^3d^3 \)
- \( 10c^2 \)
- \( 7 \)
- \( 5c^3d^2 \)
Now let's analyze the options you provided:
- \( 7 \) - Yes, this is a term in the expression.
- \( 5c^3d^2 \) - Yes, this is a term in the expression.
- \( C^3 \) - No, this is not a term in the expression (note the correct variable and power are \( c^3 \), and it is not a standalone term).
- \( 2d^3 \) - No, this is not a term in the expression (the term involving \( d^3 \) is \( 2b^3d^3 \)).
Therefore, the terms from the options that apply are:
- \( 7 \)
- \( 5c^3d^2 \)