"\\begin{aligned}\nV_1(\\textsf{ Volume of fish lung 2000m deep}) = 2.5mL\\\\\n\\end{aligned}" "\\begin{aligned}\nP_1 &= 200atm\n\\end{aligned}"
"\\begin{aligned}\nV_2(\\textsf{ Volume of fish lung at surface} = ?\n\\end{aligned}" "P_2 = 1atm"
From Boyle's Law,
"P_1V_1 = P_2V_2\\\\\n200\u00d7 2.5 = 1 \u00d7 V_2\\\\\nV_2 = 500mL"
"\\begin{aligned}\n\\triangle V &= V_2-V_1 = 500mL -2.5mL\n\\\\\n&= 475.5mL\n\\end{aligned}"
"\\therefore" The fish lung will get 475.5mL bigger if it is brought up to the surface from 2000m deep underground.
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