"Q_{D}"=50-2P--------(1)
"Q_{S}" = 4P+ 2P--------(2)-
"Q_{D}=Q_{S}" --------------(3)
Put the value of QD and Qs in eqn (3)
50-2P=4P+2P
8P = 50
P = 6.25
where P is the equilibrium Price.
Put the value of P in eqn (1) and (2),
we get,
"Q_{D}" ="50-2\\times P" ="50-2\\times6.25=37.5"
"Q_{S}" ="6\\times P" ="6\\times6.25=37.5"
At point P where the function of demand goods are equal to the function of supply goods.
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