Answered

Makakuha ng mga sagot ng eksperto sa iyong mga tanong sa IDNStudy.com. Sumali sa aming platform ng tanong at sagot upang makakuha ng eksaktong tugon sa lahat ng iyong mahahalagang tanong.

As the angle of incidence is increased for a ray incident on a reflecting surface, the angle
between the incident and reflected rays ultimately approaches what value?

Sagot :

AshrieIIeidn

[tex]\sf\pink{.　 . • ☆ . ° .• °:. *₊ ° . ☆.　 . • ☆ . ° .• °:. *₊ ° . ☆}[/tex]

[tex]\pink{\mathbb{\huge{꧁ᬊᬁ~ANSWER~ᬊ᭄꧂}}}[/tex]

[tex]\pink{\boxed{\sf\pink{໒꒰ྀིᵔ ᵕ ᵔ ꒱ྀི১}}}[/tex] As the angle of incidence is increased for a ray incident on a reflecting surface, the angle between the incident and reflected rays ultimately approaches [tex]\blue{\underline{\sf\pink{180°}}}[/tex].

[tex]\sf\pink{╴╴╴╴╴⊹ꮺ˚ ╴╴╴╴╴⊹˚ ╴╴╴╴˚ೃ ╴╴}[/tex]

[tex]\large\sf\pink{-ˏˋ ~REASONING~ ˊˎ}[/tex]

[tex]\sf\pink{ᯓ★}[/tex] The law of reflection states that the angle of incidence (θi) is equal to the angle of reflection (θr).

  • Mathematically, θi = θr.

[tex]\sf\pink{ᯓ★}[/tex] As the angle of incidence increases, the angle of reflection also increases by the same amount, as per the law of reflection.

[tex]\sf\pink{ᯓ★}[/tex] When the angle of incidence reaches 90° (perpendicular to the surface), the angle of reflection also becomes 90°.

[tex]\sf\pink{ᯓ★}[/tex] At this point, the angle between the incident ray and the reflected ray is 180°, as they are traveling in opposite directions.

[tex]\sf\pink{ᯓ★}[/tex] This is the maximum possible angle between the incident and reflected rays, as per the law of reflection.

[tex]\bold{\small\pink{⋆˚࿔~ ashrieIIe~˚⋆}}[/tex] [tex]\pink{\heartsuit}[/tex]

[tex]\sf\pink{.　 . • ☆ . ° .• °:. *₊ ° . ☆.　 . • ☆ . ° .• °:. *₊ ° . ☆}[/tex]

Salamat sa iyong kontribusyon. Huwag kalimutang bumalik upang magtanong at matuto ng mga bagong bagay. Ang iyong kaalaman ay mahalaga sa ating komunidad. IDNStudy.com ang iyong mapagkakatiwalaang kasama para sa lahat ng iyong mga katanungan. Bisitahin kami palagi.