Option 3rd is correct
![25b^2-40b+16](/tpl/images/0382/7204/a8412.png)
Step-by-step explanation:
Formula for perfect square trinomial is given by:
![(a-b)^2 = a^2-2ab+b^2](/tpl/images/0382/7204/83337.png)
From the given options:
A polynomial which is a perfect square trinomial is, ![25b^2-40b+16](/tpl/images/0382/7204/a8412.png)
Since,
We can write this as:
![25b^2-40b+16 = (5b)^2-2 \cdot (5b) \cdot 4+4^2](/tpl/images/0382/7204/b2e66.png)
Apply the formula we have;
![25b^2-40b+16 = (5b-4)^2](/tpl/images/0382/7204/7f0d0.png)
Therefore,
is a perfect square trinomial