It is given that the volume of the gas tank is 22.3 gal.
The density of gasoline is 0.8206 g /mL.
Now,
\(\begin{array}{c}1\,\,gallon\,\, = \,\,3785.41\,\,milliliters\\22.3\,\,gallon\,\, = \,\,22.3\,\,\left( {gallon\, \times \,\frac{{3785.41\,mL}}{{gallon}}} \right)\,\,\\ = \,\,84414.68\,mL\,\,\\ = \,\,8.441468\, \times \,{10^4}\,\,mL\end{array}\)
Therefore, the mass of fuel in the fuel tank in kilograms is

Rounding off up to 3 significant figures, we get 69.3 kg.
The mass of fuel in pounds
\(\begin{array}{c}69.27\,\,kg\,\, = \,\,69.27\,\,\left( {kg\, \times \,\frac{{2.20462\,\,lb}}{{kg}}} \right)\,\\\, = \,\,152.71421\,\,lb\end{array}\)
Rounding off, we get 153 lb.
Hence, the mass of fuel in the fuel tank in kilograms and pounds is 69.3 kg and 153 lb.