Question

10. In the given figure, OA = 8 cm and O'B = 2 cm, then O'Q:OO' is​

Answer 1

ANSWER

ANSWERLet the angles be in ratio 2x,3x,4x.

ANSWERLet the angles be in ratio 2x,3x,4x.Therefore, 2x+3x+4x= 180

ANSWERLet the angles be in ratio 2x,3x,4x.Therefore, 2x+3x+4x= 180 ∘

ANSWERLet the angles be in ratio 2x,3x,4x.Therefore, 2x+3x+4x= 180 ∘

ANSWERLet the angles be in ratio 2x,3x,4x.Therefore, 2x+3x+4x= 180 ∘ 9x= 180

ANSWERLet the angles be in ratio 2x,3x,4x.Therefore, 2x+3x+4x= 180 ∘ 9x= 180 ∘

ANSWERLet the angles be in ratio 2x,3x,4x.Therefore, 2x+3x+4x= 180 ∘ 9x= 180 ∘

ANSWERLet the angles be in ratio 2x,3x,4x.Therefore, 2x+3x+4x= 180 ∘ 9x= 180 ∘ x= 20

ANSWERLet the angles be in ratio 2x,3x,4x.Therefore, 2x+3x+4x= 180 ∘ 9x= 180 ∘ x= 20 ∘

ANSWERLet the angles be in ratio 2x,3x,4x.Therefore, 2x+3x+4x= 180 ∘ 9x= 180 ∘ x= 20 ∘

ANSWERLet the angles be in ratio 2x,3x,4x.Therefore, 2x+3x+4x= 180 ∘ 9x= 180 ∘ x= 20 ∘ Difference between the greatest and smallest angles is

ANSWERLet the angles be in ratio 2x,3x,4x.Therefore, 2x+3x+4x= 180 ∘ 9x= 180 ∘ x= 20 ∘ Difference between the greatest and smallest angles is=4x−2x=2x

ANSWERLet the angles be in ratio 2x,3x,4x.Therefore, 2x+3x+4x= 180 ∘ 9x= 180 ∘ x= 20 ∘ Difference between the greatest and smallest angles is=4x−2x=2x=2 ×20

ANSWERLet the angles be in ratio 2x,3x,4x.Therefore, 2x+3x+4x= 180 ∘ 9x= 180 ∘ x= 20 ∘ Difference between the greatest and smallest angles is=4x−2x=2x=2 ×20 ∘

ANSWERLet the angles be in ratio 2x,3x,4x.Therefore, 2x+3x+4x= 180 ∘ 9x= 180 ∘ x= 20 ∘ Difference between the greatest and smallest angles is=4x−2x=2x=2 ×20 ∘

ANSWERLet the angles be in ratio 2x,3x,4x.Therefore, 2x+3x+4x= 180 ∘ 9x= 180 ∘ x= 20 ∘ Difference between the greatest and smallest angles is=4x−2x=2x=2 ×20 ∘ =40

ANSWERLet the angles be in ratio 2x,3x,4x.Therefore, 2x+3x+4x= 180 ∘ 9x= 180 ∘ x= 20 ∘ Difference between the greatest and smallest angles is=4x−2x=2x=2 ×20 ∘ =40 ∘