Two equilateral triangles are sitting side-by-side. The length of one side of Triangle A is 5 ft. The sides of Triangle B are 3 times as long as those of Triangle A.
How long is the length of one side of Triangle B?
I wonder what sitting side by side means.
30
The length of one side of Triangle B can be calculated by multiplying the length of one side of Triangle A by 3.
Let's calculate it step-by-step:
Step 1:
Length of one side of Triangle A = 5 ft.
Step 2:
Multiply the length of one side of Triangle A by 3 to find the length of one side of Triangle B:
Length of one side of Triangle B = 5 ft * 3 = 15 ft.
Therefore, the length of one side of Triangle B is 15 ft.
To find the length of one side of Triangle B, we'll start by finding the length of one side of Triangle A. We know that Triangle A is an equilateral triangle, which means all its sides are equal in length. Given that one side of Triangle A is 5 ft, we can conclude that all the sides of Triangle A are also 5 ft.
Now, let's find the length of one side of Triangle B. We are given that the sides of Triangle B are 3 times as long as those of Triangle A. Since one side of Triangle A is 5 ft, the length of one side of Triangle B is:
5 ft x 3 = 15 ft.
Therefore, the length of one side of Triangle B is 15 ft.