Question

15°. Як розміщені два кола, якщо: 1) радіуси дорівнюють 5 і 10 см, а відстань між іх центрами становить 16 см,2) радіуси дорівнюють бі8 см, а відстань між їх центрами становить 143) радіуси дорівнюють 12 і 16 см, а відстань між іх центрами становить 4 смсм;​

Answer 1

Ответ:

2) радміст порівнюють бі8, а відстань між їх центрами становить 14.

наверное

Answer 2

The question you've asked is related to geometry and the arrangement of circles with different radii and distances between their centers. Here are the answers for each of the three scenarios you've provided:

1. When the radii are 5 cm and 10 cm, and the distance between their centers is 16 cm, the two circles do not overlap; they are positioned with a gap of 6 cm between them.

2. When the radii are 8 cm, and the distance between their centers is 14 cm, the two circles are tangent to each other, which means they touch at a single point without overlapping.

3. When the radii are 12 cm and 16 cm, and the distance between their centers is 4 cm, the two circles overlap. The extent of their overlap would depend on the specific positions of their centers within the 4 cm distance.

If you have any further questions or need more details about these scenarios, feel free to ask.