Write all the conditions: the length of the side is an integer, each side is not equal, and the circumference is 17

Analysis: enumeration method can be used to enumerate the length of an edge from small to large
Restriction: the sum of the two sides of the triangle is greater than the third side
The results are as follows
2,7,8
3,6,8
4,5,8
4,6,7
Hope to help you ~ welcome to ask

If the perimeter of a triangle is 17 and all three sides are positive integers, how many triangles satisfy the condition

1 8 8
2 7 8
3 7 7
3 6 8
4 6 7
4 5 8
5 6 6
5 5 7
Eight in all

Use 24 cm iron wire to form a triangle. The length ratio of the three sides of the triangle is 3:4:5. This is a () triangle. How many centimeters are the three sides?

This is a right triangle
Three side winds: 24 △ 12 × 3 = 6 (CM)
24÷12×4=8（cm）
24÷12×5=10（cm）

RELATED INFORMATIONS

1. Use a 24 cm long wire to form a triangle. In this triangle, what is the longest length less than? Take the whole centimeter
2. Use an 84 cm long wire to form a triangle. The ratio of the length of the three sides of the triangle is 3:4:5. How many centimeters are the lengths of the three sides?
3. Use an 84 cm long wire to form a triangle. The ratio of the length of the three sides of the triangle is 3:4:5. How many centimeters are the lengths of the three sides?
4. Use a piece of iron wire to form a triangle. The ratio of the length of the three sides is 4:5:7. The length of the longest known side is 28cm. How long is this piece of iron wire? I know the answer is 64 (I can list it according to the concept). The first part is 28 △ 7, which is to ask for a share. I can't understand this formula. I can't understand it. I can't figure it out. Talk about it? (urgent). Quick! That's four times smaller. It's four. Why use four to make four and five? This is the place I don't understand. ha-ha?? |？？
5. The length of the three sides of a triangle is 4:5:8. The perimeter of the triangle is 51 cm, and the length of the longest side of the triangle is 4:5:8
6. Use 48 cm wire to form a triangle. The length ratio of the three sides of the triangle is 3:4:5. What is the shortest side?
7. Use a 21 cm long wire to form a triangle. In the triangle, the length of the longest side is less than () cm
8. Use a 16 cm long wire to form a triangle (the three sides are the whole number of centimeters). How many centimeters should the longest stick be less than? A.9 b.8 c.7
9. Build a 24 cm iron wire into three sections (each section is a whole centimeter) and then circle the three sections into a triangle. How long are the three sides of the triangle List all possibilities in centimetres
10. The circumference of a triangle is 20, and the length of three sides is an integer. How many triangles are there A5 B 6 C8 D10
11. Given that the perimeter of a triangle is 9 and all three sides are integers, how many triangles satisfy the condition?
12. If the lengths of three sides of a triangle are all integers and its perimeter is even, and the lengths of two sides are known to be 4 and 2003 respectively, then the triangle satisfying the above conditions will be a triangle How many are there?
13. If the circumference of a triangle is 10 cm, the length of the third side is () cm
14. The length of a right triangle is an integer, and its area and perimeter are equal. Does such a right triangle exist? If so, determine its three sides. If not, explain the reason
15. The number of right triangles satisfying that the lengths of two right angles are integers and the perimeter is exactly equal to the integral multiple of the area is ()
16. How many triangles are there with circumference of 23cm and side length of integer By the way, how to do the following
17. In a right triangle whose three sides are integers, if the length of the oblique side is 5 and the area of the triangle is 6, then its perimeter is Completion
18. The ratio of the three sides of a triangle is 2:3:4. The longest side is 12 cm longer than the shortest side. Find the perimeter of the three sides Hurry, hurry, I want it now
19. Similar to "a triangle has two equal sides, perimeter is 20 cm, one side of the triangle is 6 cm long, find the other side of the length" problem!
20. The circumference of an isosceles triangle is 12 decimeters, the length of a waist is 4 and 2 / 1 decimeters, how many decimeters is the length of the bottom?