Use a calculator to find the perimeter of a quadrilateral with corners of A, B, C, and D to the nearest tenth?

Answer:
26.12
Step-by-step explanation:
distance of two points = √(difference of x)² + (difference of y)²
A (-4 , -6), B (-2 , 2), C (-2 , -5), D (0 , -1)
AB = √2² + 8² = 8.25
BC = √49 = 7
CD = √4 + 16 = 4.47
DA = √16 + 25 = 6.40
Perimeter = 8.25 + 7 + 6.40 + 4.47 = 26.12