Step 1: What bulk density means.
For a dry rock, only the solid grains carry mass, since the pores are filled with air. So the bulk density is the grain density times the solid fraction.
Step 2: Write the relation.
With porosity $\phi$, \[ \rho_b = (1-\phi)\,\rho_{grain}. \]
Step 3: Plug in.
Here $\phi = 0.30$ and quartz density is 2.65 g per cc, so \[ \rho_b = 0.70 \times 2.65. \]
Step 4: Multiply and round.
This gives $1.855$, which rounds to 1.9 g per cc.
Step 5: State the answer.
The bulk density is about 1.9 g per cc.
\[ \boxed{1.9\ \text{g/cc}} \]