The pressure is 17.97 atm;
[P + a[tex] (\frac{n}{V}) ^{2} [/tex]](V-nb) = nRT;
[P + 3.59 atm·L²mol⁻²[tex] (\frac{2.50 mol}{5.00 \text L}) ^{2} [/tex]](5.00 L - 2.50 mol × 0.0427 mol·L⁻¹) = 2.50 mol × 0.08206 L·atm·K⁻¹mol⁻¹ × 450 K;
(P + 0.898 atm)(5.00 L - 0.107 L) = 92.3 L·atm;
(P + 0.898 atm)(4.89) = 92.3 atm;
P + 0.898 atm = [tex] \frac{92.8 atm}{4.89} [/tex] = 18.87 atm;
P = 18.87 atm - 0.898 atm = 17.97 atm