Math, asked by galaxygrand0828, 1 year ago

Each side of a regular hexagon,inscribed in a circle subtends an angle of 60 degree at the centre and is equal to the radius of circle.prove it

Answers

Answered by ksshivam2203

it may help it is first part

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ksshivam2203: bhai yaha se second wala prove kar lo

galaxygrand0828: short me bta de na ...ek ques aur h vo b solve krna h

ksshivam2203: ok

ksshivam2203: 2y+x=180

ksshivam2203: 2y+60=180

ksshivam2203: i think it may help

ksshivam2203: after this y=60 so by equilaeral triangle property all angle if equal then all side is equal hence proved

galaxygrand0828: thanksss!!!

galaxygrand0828: ek ques h aur ...APB and CQD are two congurent arcs.prove that AC||BD....ek baar try krna ...if nhi bnega to b bta dena ek baar.

ksshivam2203: first make both arc then from centre draw a line to a and to b in arc apb then join ab.now in arc cqd from centre draw aline to c and to d now join cd . i think you may do now

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