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If the length of the area ap and BP are 20and16 respectively. find angle axp |
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Answer» Answer: Because the line ←→ X P is a tangent to the CIRCLE O so the the angle tex]m(\algleOPX)=\frac{\pi}{2}[/tex] or a right angle. Now CONSIDER a n g l e P O B INTERCEPTS an arc of length 16 , Can ypu use 36 180 o = 16 m ( ∠ P O B ) to SHOW that m ( ∠ P O B ) = 80 o so m ( ∠ P X B ) = 10 o . Step-by-step explanation: hope its helps :) |
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