Question

Знайти площу бічної поверхні циліндра,якщо H=6см R=3см

Answer 1

I can help you with finding the area of the lateral surface of a cylinder. The formula for the area of the lateral surface of a cylinder is $$S=2\pi RH$$, where $$R$$ is the radius of the base and $$H$$ is the height of the cylinder. To find the area of the lateral surface of a cylinder, you need to know the values of $$R$$ and $$H$$ and plug them into the formula. In this case, you are given that $$H=6$$ cm and $$R=3$$ cm. Therefore, the area of the lateral surface of a cylinder is $$S=2\pi \times 3 \times 6$$ cm$$^2$$. You can simplify this expression by multiplying the numbers and using the approximation $$\pi \approx 3.14$$. The final answer is $$S \approx 113.04$$ cm$$^2$$. You can check your answer using an online calculator. For more information and examples on how to find the area of the lateral surface of a cylinder, you can visit these websites. I hope this helps. Have a nice day.