The radius of a small circle is 3cm, the radius of a large circle is 4.5cm. What is the simplest integer ratio of the circumference of a small circle to a large circle
The results show that the simplest ratio of perimeter of small circle to large circle is 2 / 3, and the simplest ratio of area of small circle to large circle is 4 / 9
RELATED INFORMATIONS
- 1. The diameter of the small circle is 5cm, the radius of the big circle is 5cm, the perimeter ratio of the big circle and the small circle is (), and the area ratio is () Write down the formula
- 2. For a ring, the radius of the inner circle is 3cm, the radius of the outer circle is 5cm, and the area of the ring is () square cm
- 3. The radius of the outer circle of a ring is 7cm, and the radius of the inner circle is 5cm?
- 4. The radius of a ring is 5cm, the width of the ring is 1cm, and how many square centimeters is the area of the ring?
- 5. The radius of the outer circle of a ring is 5cm longer than that of the inner circle, and the radius of the inner circle is 3cm. What is the area of the ring?
- 6. A circular ring, the diameter of the outer circle is 5cm, the radius of the inner circle is 3cm, how many square meters is its area?
- 7. If the radius of a circle is a centimeter and 2: a = A: 3, the area of the circle is () square centimeter A. 23 π B. 6 π C. 6D
- 8. If the radius of a circle is a centimeter and 2: a = A: 3, the area of the circle is () square centimeter A2 / 3 * 3.14 B6 * 3.14 C cannot be calculated
- 9. The radius of the circle has increased from 4 decimeters to 6 centimeters, and the area of the circle has increased by () square centimeters a, 6b, 20c, 20c
- 10. The radius of a circle is 2. What's the circumference and area of the circle? One more question The mass ratio of chocolate to milk is 2:9 {1} If you have 400 grams of chocolate, how many grams do you need
- 11. The radius of a small circle is 3cm, and that of a large circle is 5cm. The simplest integer ratio of the area of a large circle to that of a small circle is______ .
- 12. If the radius of the big circle is twice that of the small circle, and the area of the big circle is 12 square centimeters more than that of the small circle, then the area of the small circle is () A. 12 square centimeter B. 4 square centimeter C. 6 square centimeter D. 8 square centimeter
- 13. The sum of the circumference of the two circles is 78.5cm. The radius ratio of the big circle to the small circle is 3:2. What is the area of the big circle
- 14. The radius of a circle is equal to the side length of a square. The area of a square is 3 square decimeters. The area of this circle is 3 square decimeters
- 15. The side length of a square is equal to the radius of a circle, and the area of a square is 5 square decimeters (hint: a = R, the square of a = R, the square of a)
- 16. The radius of a circle is equal to the side length of a square. Given that the area of a square is 3 square decimeters, how many square decimeters is the area of the circle?
- 17. According to the requirements: as shown in the figure, the square area is 18dm2, find the area of the circle
- 18. Put the circle together into an approximate rectangle. The length of the rectangle is 6.28 decimeters. The area of the circle is______ Square centimeter, perimeter is______ Decimeter
- 19. If the perimeter of the square in the figure is 4cm, then the area of the circle is______ Square decimeter (π = 3)
- 20. The perimeter of a circle and a square is equal. The area of a square is 5 square decimeters. What is the area of a circle? I need it this afternoon. Come on······