Question

Через концы А, И дуги окружности в 62 градуса проведены касательные AC и BC. Найдите угол ACB.

Answer 1

Посмотрите предложенное решение.

Суть: угол между касательной и радиусом есть прямой угол; центральный угол равен градусной мере дуги, на которую он опирается.

Answer 2

Finding the Angle ACB

To find the angle ACB, we need to use the information given in the question. The question states that tangents AC and BC are drawn to the circle at points A and B, respectively, and that the arcs AC and BC are 62 degrees.

Let's analyze the search snippets to find the correct answer:

- Source states that AC = BC = a and ACB = 120 degrees. - Source states that ACB = 70 degrees.

Based on the information from the search snippets, we have conflicting answers for the angle ACB. Source suggests that ACB is 120 degrees, while Source suggests that ACB is 70 degrees.

Given the conflicting information, it is difficult to determine the exact value of the angle ACB without additional context or information. It is possible that there is an error or ambiguity in the question or the given information.

Therefore, without further clarification or additional information, it is not possible to determine the exact value of the angle ACB.