Question

To the nearest unit, what is the perimeter of triangle abc?

Answer 1

I'd go with 8 units because it's not 6 units but more than that amount after I checked it over.

Answer 2

Answer:

The perimeter of triangle ABC to the nearest unit is:

                        14 units

Step-by-step explanation:

We know that the perimeter of a triangle is the sum of length of all the sides of a triangle.

In the following triangle we have:

Perimeter ABC=AB+BC+CA

We are given AB=3 units , BC=5 units  and $CA=\sqrt{34}=5.831\ unit$

Hence, the perimeter of triangle ABC is:

$Perimeter=3+5+5.831\\\\\\Perimeter=13.831$

            Hence, to the nearest unit we get:

                 Perimeter is: 14 units.