Question

Круг радиусом 3 клетки. Перениси его на 9 клеточек вниз, потом на 7 клеточек вправо, а потом на 5 клеточек вверх. Какимодним одним преобразованием можно заменить все эти преобразования?

Answer 1

4 клетки вниз и 7 вправо                                                              

Answer 2

на листочке чертишь круг,берешь серединку,и получается- 4 клетки вниз и 7 в право

Answer 3

Transformation of a Circle

To answer your question, let's break down the given transformations step by step:

1. The circle with a radius of 3 cells is moved 9 cells down. 2. Then, it is moved 7 cells to the right. 3. Finally, it is moved 5 cells upward.

To find a single transformation that can replace all these individual transformations, we need to analyze the pattern and identify the overall movement.

First, let's consider the initial movement of the circle 9 cells down. This can be represented as a translation of the circle's center point downward by 9 units.

Next, the circle is moved 7 cells to the right. This can be represented as a translation of the circle's center point to the right by 7 units.

Finally, the circle is moved 5 cells upward. This can be represented as a translation of the circle's center point upward by 5 units.

To summarize, the overall transformation can be described as follows:

- Translate the center point of the circle 9 units down, 7 units to the right, and 5 units upward.

By applying this single transformation, you can achieve the same result as the three individual transformations described in the question.

I hope this explanation helps! Let me know if you have any further questions.