Draw a broken line of three identical links. The length of one link is more than 3 cm

Draw a broken line of three identical links. The length of one link is more than 3 cm, but less than 5 cm. Find the length of the broken line.

In this task, you need to determine the length of the entire polyline using the following data:

The length of one link is equal – more than 5 cm, but less than 3 cm.

The number of links is 3.

The sequence of this task
Determine the length of one link of this polyline.
Then determine the length of the entire polyline.
Write down the calculations you need.
Determine the length of the entire polyline and write down the solution
According to the terms of the assignment, it is said that the length of one link is more than 3 m, but less than 5 cm. From this we can conclude that the length of one link is 4 centimeters.

Since, according to the condition of specifying, the lengths of all links are equal, therefore, the lengths of all links are equal to 4 centimeters.

Next, you need to determine the length of the entire polyline. To do this, you need to multiply the length of one link by the number of all links. Write down the calculations you need.

4 * 3 = 12 cm.

Therefore, the length of the entire broken line is 12 centimeters.

Answer: as a result of solving this task, it was obtained that the length of the entire broken line is 12 centimeters.