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)
CHI PHÍ VỐN
Chi phí söû duïng voán cuûa
1 doanh nghieäp:
Chi phí söû duïng voán cuûa
1 döï aùn cuï theå:
Tyû leä duøng ñeå chieát khaáu doøng tieàn
haøng naêm cuûa doanh nghieäp.
Taùc ñoäng leân giaù trò doanh nghieäp
Tyû leä duøng ñeå chieát khaáu doøng tieàn cuûa moät döï aùn caù
theå khi ruûi ro cuûa döï aùn naøy khaùc bieät vôùi ruûi ro cuûa
doanh nghieäp.
Caùch tính:
WACC = f(voán vay, coå phieáu öu ñaõi,
coå phieáu phoå thoâng, lôïi nhuaän giöõ laïi)
Caùch tính:
COC (döï aùn A) = r +∆r + ∆r * Po/Io
-r : chi phí söû duïng voán bình quaân cuûa doanh nghieäp
-∆r : Gia taêng trong chi phí söû duïng voán do tính ruûi ro
cuûa döï aùn môùi naøy
-Io : Ñaàu tö ban ñaàu cuûa döï aùn môùi naøy
-Po: Giaù trò cuûa doanh nghieäp tröôùc ñaàu tö
Duøng laøm tyû suaát chieát khaáu ñeå thaåm
ñònh döï aùn (NPV) khi ruûi ro cuûa döï aùn
môùi töông töï nhö möùc ruûi ro cuûa
doanh nghieäp
1. Neáu döï aùn môùi khoâng laøm thay ñoåi ruûi ro chung
cuûa doanh nghieäp vaø ∆r = 0 thì laõi suaát chieát khaáu
ñeå thaåm ñònh söï aùn laø r (WACC cuûa doanh
nghieäp).
2. ∆r raát khoù xaùc ñònh , neân thöôøng döïa vaøo “tröïc
giaùc” vaø kinh nghieäm hôn laø treân caùc phöông phaùp
thoáng keâ chính thöùc ñeå tìm ra.