Question

Find the area of the shaded portion in the equilateral triangle with sides 6.
(assuming the central point of each arc is its corresponding vertex)

Answer 1

btw its not a thong soo no ideas!!

Answer 2

Lol @ thongs.

Answer 3

\[\Huge Hasirrrr!\]

Answer 4

yup i m here

Answer 5

apply sine rule
a=1/2(6)(6)sin60 then

Answer 6

aera of triangle = 7.8

Answer 7

find area of sector A of sector= (60/360)(pie)(3)^2
multiply it by three

Answer 8

subrat it from the A u get from the sine rule

Answer 9

lol, im getting 3 different answers!

Answer 10

apply sine rule
a=1/2(6)(6)sin60 then
find area of sector A of sector= (60/360)(pie)(3)^2
multiply it by three
ans=15.58-3(4.71)=1.443

Answer 11

hey hello saif

Answer 12

lol, hi honey.. supp?

Answer 13

nm u?

Answer 14

same here, nm.

Answer 15

hi..........saif i solved the question koi medal to do

Answer 16

Looks like 3 sectors of a circle.

Area of a sector of a circle is: area of circle * degrees of sector/360

the sector has 60 degrees because the triangle is equilateral.

Area of circle = 9π

Area of 3 sectors: 9π * 60/360 * 3 = 4.5π
Area of shaded part = area of triangle - 4.5π
area of triangle = 1/2(6)(6)(sin 60) = 15.5884573
4.5π = 14.1371669

15.5884573 - 14.1371669 = 1.4512904

Hope that helps

Answer 17

ummm guys u know that theres a thing cxalled group chat below ur screen lolz

Answer 18

sorry terr this is more coool

Answer 19

Lol @ terri & honey!

Answer 20

@hashir, a medal for a medal..

Answer 21

i think u have one

Answer 22

i have two!