A. Refer to the given figure below to answer the ffo
Given: : MATH is a parallelogram.
1. \( \overline{M A} \cong \)
\( 2 \triangle M A H \cong \)
3. \( \sqrt{M S} \cong \)
4. \( \triangle T H M \cong \)
5. \( \angle A T H \cong \)
6. If \( m \angle M H T=100^{\circ} \), then \( m \angle \) MAT
T. If \( m \angle A M H=128^{\circ} \), then \( m \angle M H T \).
8. If \( \overline{M H}=7 \), then \( A T \)
9. If \( A S=18 \), then \( A H= \)
10. If \( M T=35 \), then \( S M= \)
\( B \).
3. Given : \( m \angle O H E=3 m \angle H E R \)
Find: \( m \angle O H E \sim m<H E R \)
4. Given:
1. Given: \( H E=2 x \)
\[
H Z=4 a-5
\]
\[
R Z=3 a+5
\]
\[
O R=x+5
\]
Find: HE
Find: \( H Z \)
2. Given: \( m \angle H E R=5 y-26 \)
5. Gyen: \( O Z=12 b+1 \)
\( m \angle E R D=2 Y-40 \)
\( Z E=2 b+21 \)
Find: \( m<E R O \)
Find: \( Z E \)
\( m<H E R \)
6. Ciren: \( m \angle E R O=2 x+20 \)
\( m< \) OHE \( =5 x-10 \)
Find: \( x, m \angle E R O-9 m \angle O H E \)
