4 MARKS QUESTIONS1. In âłABC, seg MMN ll side AC. Seg MN dividesAA

1.	4 MARKS QUESTIONS1. In âłABC, seg MMN ll side AC. Seg MN dividesAABC into two parts equal in area. DetermineAMMB(HOTS)
Answer» in ΔABC and ΔAMN segment MN ║ BC ∠AMN=∠ABC (corresponding angle) ∠ANM=∠ACB (corresponding angle) ∠A si common so ΔABC≅ΔAMN (CPCT) given that 2*(area of ΔAMN )= area of ΔABC so AM/MB =√(ar(ABC)/ar(AMN)) = √2/1 = √2 Like my answer if you find it useful!

4 MARKS QUESTIONS1. In âłABC, seg MMN ll side AC. Seg MN dividesAABC into two parts equal in area. DetermineAMMB(HOTS)

Answer»

in ΔABC and ΔAMN

segment MN ║ BC

∠AMN=∠ABC (corresponding angle)

∠ANM=∠ACB (corresponding angle)

∠A si common

so ΔABC≅ΔAMN (CPCT)

given that 2*(area of ΔAMN )= area of ΔABC

AM/MB =√(ar(ABC)/ar(AMN))

= √2/1

= √2

Like my answer if you find it useful!