Question

Select the correct number from each drop-down menu to complete the equation.
​
7
8
−
(
−
2
+
3
4
)
=
8
7
​
−(
−
2+
4
3
​
)=
(
(

+
+

)
)
+
7
8
+
8
7
​

Answer 1

To solve the equation \( 7 - (-2 + 34) = 87 - (-2 + 43) \), we will simplify both sides step by step.

### Left Side:
1. Calculate \( -2 + 34 \):
\[
-2 + 34 = 32
\]
2. Substitute back into the equation:
\[
7 - 32 = 7 - 32
\]
3. Perform the subtraction:
\[
7 - 32 = -25
\]

### Right Side:
1. Calculate \( -2 + 43 \):
\[
-2 + 43 = 41
\]
2. Substitute back into the equation:
\[
87 - 41
\]
3. Perform the subtraction:
\[
87 - 41 = 46
\]

Now we have:

\[
-25 \neq 46
\]

Each side does not equal one another. Therefore the setup needs interpretation.

### Based on the Original Structure
We realize that the equation likely meant additive components needed to be identified for each part. We're looking for a structure to fit numbers in the parentheses.

According to that logic:

1. The original prompt seems to suggest you need to fill specific values into:
- the left side expression corresponding to:
- the results that you correctly see aligning into the multiplication or division of 8 and 7 numerically aligned deixis.

Please clarify if you are looking to assume structured pairs for positives and negatives aligned under coherent logic rules within that math structure. Or else present the parameters that should dictate those slots.

Final arrangement guesses based on numeric properties might not satisfy mathematical properties but more numeric alignment in presumed user intention.

If I misinterpret anything, please give me a guiding correction or further directions.