Answer:
Step-by-step explanation:
∠L = 52
∠N = 26
8) ∠M + ∠N = 180 {in trapezoid, LM // PN, co interior angles}
∠M + 26 = 180
∠M = 180 - 26
∠M = 154
11) ∠LPN + ∠L = 180 {in trapezoid, LM // PN, co interior angles}
∠LPN + 52 = 180
∠LPN = 180 - 52
∠LPN = 128
9)In ΔPAN,
∠PAN + ∠N + ∠NPA = 180 {Angle sum property}
90 + 26 + ∠NPA = 180
116 + ∠NPA = 180
∠NPA = 180 - 116
∠NPA = 64
∠LPA + ∠NPA = ∠LPN
∠LPA + 64 = 128
∠LPA = 128 - 64
∠LPA = 64
10) ∠MAP = 90 {PA ⊥ MN}
