A circle has a sector with area 24/5π and central angle of 48∘ What is the area of the circle?
Answers
Answered by
7
Hey there !!
➡ Given :-
→ Area of sector = sq unit .
→ = 48° .
▶ To find :-
→ Area of the circle .
▶ Solution :-
We know that :-
▶ Now,
✔✔ Hence, it is solved ✅✅
THANKS
#BeBrainly.
➡ Given :-
→ Area of sector = sq unit .
→ = 48° .
▶ To find :-
→ Area of the circle .
▶ Solution :-
We know that :-
▶ Now,
✔✔ Hence, it is solved ✅✅
THANKS
#BeBrainly.
Answered by
2
Heyyyy mate..
Here is your answer...
given, area of sector= 24/5π
and central angle= 48°
now according to question
area of sector= theeta/360°×πr^²
24/5π=48°/360°×π×r^²
r^²=24×360/5×48
r^²=36
r= √36=6
r= 6 units
now area of circle= πr^²
22/7×6×6=113.14 sq units
and in π value= 36π
hope it help you
Here is your answer...
given, area of sector= 24/5π
and central angle= 48°
now according to question
area of sector= theeta/360°×πr^²
24/5π=48°/360°×π×r^²
r^²=24×360/5×48
r^²=36
r= √36=6
r= 6 units
now area of circle= πr^²
22/7×6×6=113.14 sq units
and in π value= 36π
hope it help you
maroofahmad88:
samjhi
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