In nitric acid, the structure contains three \(N-O\) connections.
These include:
- one \(N=O\) double bond,
- two \(N-O\) single bonds.
Now count sigma and pi bonds:
- each single bond has 1 sigma bond,
- one double bond has 1 sigma and 1 pi bond.
So total between nitrogen and oxygen atoms:
\[
\text{sigma bonds} = 3 + 1 = 4 \text{?}
\]
More carefully, the three \(N-O\) links together contribute:
- two single \(N-O\) bonds \(= 2\sigma\),
- one double \(N=O\) bond \(= 1\sigma + 1\pi\).
Thus total between nitrogen and the three oxygens:
\[
3\sigma + 1\pi
\]
But in the Lewis structure of \(HNO_3\), one oxygen is also connected through \(O-H\), so total sigma count in the full molecule becomes 4 sigma and 1 pi.
Hence the intended answer is:
\[
\boxed{(D)}
\]