Matemática, perguntado por guiMota071, 2 meses atrás

Obrigado a quem puder estar ajudando.♥️​

Anexos:

LawofMechanic: ‍‍‍️⛹️️⛷️‍️‍✈️‍‍⚕️‍‍‍‍‍‍‍‍⚖️‍‍‍‍‍‍‍‍️‍‍‍❤️‍‍‍❤️‍‍‍❤️‍‍‍❤️‍‍❤️‍‍❤️‍
LawofMechanic: ️☘️️⛰️️️️☃️⛄❄️️️️️⛱️☀️️⛅️️☁️️⛈️️️☔⚡⭐✨☄️‍️️️️
LawofMechanic: ️☕️
LawofMechanic: ⛽️⚓️️️️⛴️⛵️✈️️⛲⛩️⛪️️️⛺️️️⛰️️️️⛱️️️️️
LawofMechanic: ️️⚽⚾⛸️⛳♟️️️️️️️️️️️
LawofMechanic: ☎️️️⌨️️️⚖️️️️️⛑️☂️️⚗️️️️⚒️️⛏️⚙️⛓️️✂️️️️️️✒️✏️️️️️️✉️️️⌛⏳️⏱️⌚⏲️⏰️️
LawofMechanic: ⚱️⚰️⚔️️️️
LawofMechanic: ❤️⚫⚪⬛⬜♈♉♊♋♌♍♎♏♐♑♒♓⛎♀️♂️❕❗❔❓⁉️‼️⭕❌️️️⛔♨️㊙️㊗️️✴️▶️⏩⏭️⏯️◀️⏪⏮️⏫⏬⏸️⏹️⏺️⏏️☢️☣️⚠️⚜️〽️✳️❇️♻️❎✅✔️☑️⬆️↗️➡️↘️⬇️↙️⬅️↖️↕️↔️↩️↪️⤴️⤵️ℹ️️️#️⃣*️⃣0️⃣1️⃣2️⃣3️⃣4️⃣5️⃣6️⃣7️⃣8️⃣9️⃣Ⓜ️♿⚛️️☸️☮️☯️☪️✝️☦️✡️♾️⚕️✖️➕➖➗➰➿〰️©️®️™️♥️♦️♣️♠️◼️◾▪️◻️◽▫️️️️‍️
LawofMechanic: ️️‍‍☠️
LawofMechanic: ‍☠️

Soluções para a tarefa

Respondido por LawofMechanic
1

Note que a abertura do ângulo condiz com a angulação do arco.

 

Portanto:

 \Large\begin{array}{lr} 2x + 5 ^{\circ} = 45^{\circ} \\\\ 2x = 40^{\circ} \\\\ x = \dfrac{40}{2} \\\\\blue{\boxed{\boxed{ \therefore\:x = 20^{\circ}}}}\end{array}

 

O valor de x é  20^{\circ}

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