p0V0/T0=pV/T→p=p0V0/Vp_0V_0/T_0=pV/T\to p=p_0V_0/Vp0V0/T0=pV/T→p=p0V0/V ( T0=TT_0=TT0=T )
p=p0V0/V=p0h0A/(hA)→p=p0h0/h=77⋅96/84=88 (cm of mercury)p=p_0V_0/V=p_0h_0A/(hA)\to p=p_0h_0/h=77\cdot96/84=88\ (cm\ of\ mercury)p=p0V0/V=p0h0A/(hA)→p=p0h0/h=77⋅96/84=88 (cm of mercury)
Δh=(88−77)+(96−84)=11+12=23 (cm)\Delta h=(88-77)+(96-84)=11+12=23\ (cm)Δh=(88−77)+(96−84)=11+12=23 (cm) . Answer
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