Answer:
G = 48°, D = 75°, o = 440cm, O = ?, g = ? , d = ?
D = 180° - (G + O)
75° = 180° - (48° + O)
75° = 180° - 48° - O
75° = 132° - O
O + 75 = 132°
O = 132 - 75°
O = 57°
g = (o sin G) / sin O
g = (440 sin 48°) / sin 57°
g = (440(0.743145)) / 0.838671
g = 326.98 / 0.838671
g = 389.88cm
d = (o sin D) / sin O
d = (440 sin 75°) / sin 57°
d = (440(0.965926)) / 0.838671
d = 425.01 / 0.838671
d = 506.76cm
So O = 57°, g = 389.88cm, d = 506.76cm.
Step-by-step explanation:
Hope it helps. ^-^
g = 389.883 cm
d = 506.763 cm
• solution of G
- DG = 440 cm
ΔDGO + ΔDOG + ΔGDO = 180°
48° + ΔDOG + 75° = 180°
ΔDOG = 57°
400 g
sin(57°) = sin(48°)
g= 389.883 cm
• solution of D
D 400
sin(75°) = sin(57°)
d=506.763 cm
hope it helps:))
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Answers & Comments
Answer:
G = 48°, D = 75°, o = 440cm, O = ?, g = ? , d = ?
D = 180° - (G + O)
75° = 180° - (48° + O)
75° = 180° - 48° - O
75° = 132° - O
O + 75 = 132°
O = 132 - 75°
O = 57°
g = (o sin G) / sin O
g = (440 sin 48°) / sin 57°
g = (440(0.743145)) / 0.838671
g = 326.98 / 0.838671
g = 389.88cm
d = (o sin D) / sin O
d = (440 sin 75°) / sin 57°
d = (440(0.965926)) / 0.838671
d = 425.01 / 0.838671
d = 506.76cm
So O = 57°, g = 389.88cm, d = 506.76cm.
Step-by-step explanation:
Hope it helps. ^-^
Answer:
g = 389.883 cm
d = 506.763 cm
Step-by-step explanation:
• solution of G
- DG = 440 cm
ΔDGO + ΔDOG + ΔGDO = 180°
48° + ΔDOG + 75° = 180°
ΔDOG = 57°
400 g
sin(57°) = sin(48°)
g= 389.883 cm
• solution of D
D 400
sin(75°) = sin(57°)
d=506.763 cm
hope it helps:))