What is the difference in perimeters between two triangles given the lengths of their sides?

To find the difference in perimeters between two triangles given the lengths of their sides, you need to calculate the perimeters of both triangles and then subtract one from the other.

1. Begin by determining the lengths of the sides of both triangles.
2. Add up the lengths of the sides of the first triangle to calculate its perimeter.
- For example, if the lengths of the sides of the first triangle are 3 cm, 4 cm, and 5 cm, the perimeter would be 3 + 4 + 5 = 12 cm.
3. Repeat the same process for the second triangle, adding up the lengths of its sides to find its perimeter.
4. Once you have both perimeters, subtract the smaller perimeter from the larger perimeter.
- For example, if the perimeter of the first triangle is 12 cm and the perimeter of the second triangle is 10 cm, the difference would be 12 - 10 = 2 cm.
- Note: The difference can be negative if the second triangle has a larger perimeter than the first triangle.

By following these steps, you can find the difference in perimeters between two triangles given the lengths of their sides.

To find the difference in perimeters between two triangles given the lengths of their sides, you need to calculate the individual perimeters and then subtract them.

Let's assume you have two triangles, Triangle A and Triangle B, and their side lengths are:

Triangle A:
Side 1: a
Side 2: b
Side 3: c

Triangle B:
Side 1: x
Side 2: y
Side 3: z

To calculate the perimeter of each triangle, you simply add up the lengths of their sides.

Perimeter of Triangle A = a + b + c
Perimeter of Triangle B = x + y + z

To find the difference in perimeters, subtract the perimeter of Triangle A from the perimeter of Triangle B.

Difference in Perimeters = (x + y + z) - (a + b + c)

I hope this helps! If you have any more questions, feel free to ask.