the diameter of pizza is 30 cm.what I'd the area of the upper surace of a sector of the pizza is lenth 8cm
Answers
Answer:
60cm2
Step-by-step explanation:
Area of sector when arc is given = (L x r)/2
Where L = length of arc and r = radius of the circle
Here L = 8 cm and r = 15 cm
Therefore, Area = = 60cm2
Given :- The diameter of pizza is 30 cm. what is the area of the upper slice of a sector of the pizza is length 8cm ?
Solution :-
we know that,
- The arc length is equal to radius multiplied by the central angle (in radians).
- Area of sector = { (radius)² * the central angle (in radians) } / 2 .
given that ,
- Length of arc = 8 cm.
- radius of pizza = (diameter/2) = 30 / 2 = 15cm.
So,
Putting values we get,
→ Length of arc = radius * angle at centre.
→ 8 = 15 * angle at centre .
→ Angle at centre ( in radians) = (8/15) .
Therefore,
→ Area of sector = { (radius)² * the central angle (in radians) } / 2
→ Area of sector = { (15)² * (8/15) } / 2
→ Area of sector = (15 * 8) / 2
→ Area of sector = 60 cm². (Ans.)
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