P0 = R130; Ps = R 100; Pm = R200; Q1 = 1000; Q0 = 1200
Q.9.3.1 Calculate supplier’s revenue before tax. (2)
Q.9.3.2 Calculate the supplier’s revenue after tax. (2)
Q.9.3.3 Calculate the total tax revenue collected by the government. (2)
Q.9.3.4 Calculate the total tax paid by the consumers. (2)
Q.9.3.5 Calculate the total tax paid by the suppliers. (2)
Q.9.3.6 Compare the results in 9.3.4 and 9.3.5 above and give a logical
explanation for the variance.
(4)
Q.9.3.1
Before tax :-
Price = P0Â = R130
Quantity = Q0Â = 1200
Hence, before tax revenue for the supplier
"= 130 \u00d7 1200 = R156,000"
Q.9.3.2
After tax :-
Price for supplier = PSÂ = R100
Quantity = Q1Â = 1000
After tax revenue "= 100 \u00d7 1000 = R100,000"
Q.9.3.3
Value of tax "=P_m - P_s = 200 - 100 = R100"
After tax quantity = 1000
Hence, total tax revenue collected by the government "= 100 \u00d7 1000 = R100,000"
Q.9.3.4
Total tax paid by the consumers
"= (P_m - P_0) \u00d7 Q_1\\\\\n\n= (200 - 130) \u00d7 1000\\\\\n\n= R 70,000"
Â
Q.9.3.5
Total tax paid by the suppliers
"= (P_0 - P_S) \u00d7 Q_1\\\\\n\n= (130 - 100) \u00d7 1000\\\\\n\n= R 30,000"
Q.9.3.6
consumers pay more tax because demand is inelastic than supply.
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