Answer:
Δ HGF ≅ Δ JLK
Step-by-step explanation:
Consider the angle- side- angle postulate
∠ HGF = ∠ JLK ← angle
GF = LK ← side
∠ GFH = ∠ LKJ ← angle
Thus Δ HGF is congruent to Δ JLK by ASA postulate
Yes they are
Conguent shapes are still conguent even if rotated and flipped. As long as their angles and length of sides are the same, they are congruent
1. 11,17,23,29
2.t=19
3. +6
4. 4
5.57
Answer: b. 20.8 ft-lb
top right is alternate interior and top left is corresponding
X- axis
Hope that helps! :D
