Is the perimeter of the rectangular plot more than 65 cms?
I. Its length is less than 16 cm
II. Its breadth is more than 10 cm

Perimeter of rectangle is$$2(l+b)$$.

and we also know that length of rectangle is greater than its breadth.

if$$2(l+b)=65$$

means $$(l+b)=32.5$$

if $$l=15$$ then $$b=17.5$$

So, whatever the value length(less than 16) takes,value of breadth is greater than length,which violates the property of a rectangle.

So, statement I is derives that such rectangle can not be possible.

So, statement I is enough to prove.

But if breadth is greater than 10 ,it can take any value between 10 and 16.

So,we can't say anything about it's perimeter.

So,Option A is correct choice.