It does not. The perimeter of a parallelogram is a characteristic of the parallelogram. The orientation: which side is considered a base makes do difference whatsoever.
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No, it does not.
The choice of the base of a parallelogram does change the area because the base is always the bottom line of parallelogram.
area of parallelogram= base*height perimeter= 2(length+breadth)
To find the ara of a parrllelogram is base x height or a=bxh
in any parallelogram, vertical angles are congruent, while any two adjacent angles are supplementary. The area of a parallelogram is bh (base multiplied by height), while the perimeter is 2(b+h), or 2b+2h.