Vertical angles are formed when two lines intersect, and they are equal in measure. However, based on your description, it seems you might be referring to two adjacent angles that share a common vertex and add up to 70 degrees.
If two angles add up to 70 degrees, you can denote them as angle \( A \) and angle \( B \):
\[ A + B = 70 \]
Without additional information, there are infinitely many pairs of angles \( A \) and \( B \) that can satisfy this equation. However, if you are looking for specific angles, one simple way to find them is to divide the total evenly.
For example, if both angles are equal:
\[ A = B \] \[ 2A = 70 \implies A = 35 \implies B = 35 \]
So, one possible pair of angles would be \( 35^\circ \) and \( 35^\circ \).
If you'd like specific conditions (e.g., one angle is larger, or a specific ratio), please provide more details!
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