Respuesta :
We notice there are 3 Apples, 4 Oranges and 2 Pears, that make a total of 9.
Since the total central angles in a pie = 360° and since we have 9 sectors, so each sector will have a central angle of 360/9 = 40°. Hence:
3 Apples = 3 x 40° = 120° (a)
4 Oranges = 4 x 40° = 160° (b)
2 Pears = 2 x 40° = 80° (c)
PROOF: 120° + 160° + 80° = 360°
Since the total central angles in a pie = 360° and since we have 9 sectors, so each sector will have a central angle of 360/9 = 40°. Hence:
3 Apples = 3 x 40° = 120° (a)
4 Oranges = 4 x 40° = 160° (b)
2 Pears = 2 x 40° = 80° (c)
PROOF: 120° + 160° + 80° = 360°
Answer:
We notice there are 3 Apples, 4 Oranges and 2 Pears, that make a total of 9.
Since the total central angles in a pie = 360° and since we have 9 sectors, so each sector will have a central angle of 360/9 = 40°. Hence:
3 Apples = 3 x 40° = 120° (a)
4 Oranges = 4 x 40° = 160° (b)
2 Pears = 2 x 40° = 80° (c)
PROOF: 120° + 160° + 80° = 360°
Step-by-step explanation: