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19 votes
19 votes
For questions 1 – 5, answer the questions about triangles.**When answers are not a whole number, please write the exact answer (radical form) AND a decimal approximation**

For questions 1 – 5, answer the questions about triangles.**When answers are not a-example-1
User Priyadarshan
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1 Answer

24 votes
24 votes

Given:

A street sign in the shape of an equilateral triangle.

The side length of each side is 22 inches

We will find the exact altitude of the triangle

Note: the altitude of the equilateral triangle will divide it into two right angle triangles

And each a right angle triangle is a special triangle a 30-60-90 triangle

The hypotenuse = 22 inches

And the altitude is the side opposite to the angle of 60°

So, the length of the altitude =


(√(3))/(2)*S=(√(3))/(2)*22=11√(3)

So, the answer will be:

Exact answer: 11√3

Decimal approx: 19.05

User Alganet
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2.7k points