A square has side length 14 feet.\nFind its perimeter and its area (choose the correct numeric value from the options).

Introduction / Context:
For a square with side s, perimeter is 4s and area is s^2. The options provide single values; the distinctive correct numeric result here is the area (since 14^2 is a perfect square in the list).

Given Data / Assumptions:

• s = 14 ft.

Concept / Approach:
Compute both quantities: Perimeter = 4*14 = 56; Area = 14^2 = 196. From the options, 196 appears (area), while 56 does not.

Step-by-Step Solution:

Why Other Options Are Wrong:
176, 186, 206 are not equal to either 56 or 196.

Final Answer:
196 (area in sq ft; perimeter is 56 ft).