Using Pascal's law for F1= 20 N, A1 = 0.2 m2 and A2 = 2 m2:
"P_1=P_2\n\\\\ \\cfrac{F_1}{A_1}=\\cfrac{F_2}{A_2} \\implies F_2=F_1\\cfrac{A_2}{A_1}"
We substitute and we can find the force exerted on the piston 2 or F2:
"F_2=(20\\,N)\\bigg(\\cfrac{2\\,\\cancel{m^2}}{0.2\\,\\cancel{m^2}}\\bigg)=200\\,N"
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