tingkat penawaran S =193, jika fungsi penawarannya S = -50 + 3P2 ?
Hitunglah elastisitas penawaran suatu barang pada tingkat harga P = 10 dan pada
S = -50 + 3P2
S = -50 + 3P2P = 10
S = -50 + 3P2P = 10S = -50 + 3P2
S = -50 + 3P2P = 10S = -50 + 3P2 = -50 + 3(10)2
S = -50 + 3P2P = 10S = -50 + 3P2 = -50 + 3(10)2 = -50 + 300
S = -50 + 3P2P = 10S = -50 + 3P2 = -50 + 3(10)2 = -50 + 300 = 250
S = -50 + 3P2P = 10S = -50 + 3P2 = -50 + 3(10)2 = -50 + 300 = 250S = -50 + 3P2
S = -50 + 3P2P = 10S = -50 + 3P2 = -50 + 3(10)2 = -50 + 300 = 250S = -50 + 3P2 = 193
S = -50 + 3P2P = 10S = -50 + 3P2 = -50 + 3(10)2 = -50 + 300 = 250S = -50 + 3P2 = 193193 = -50 + 3P2
S = -50 + 3P2P = 10S = -50 + 3P2 = -50 + 3(10)2 = -50 + 300 = 250S = -50 + 3P2 = 193193 = -50 + 3P2193+-50 = 3P2
S = -50 + 3P2P = 10S = -50 + 3P2 = -50 + 3(10)2 = -50 + 300 = 250S = -50 + 3P2 = 193193 = -50 + 3P2193+-50 = 3P2243 = 3P2
S = -50 + 3P2P = 10S = -50 + 3P2 = -50 + 3(10)2 = -50 + 300 = 250S = -50 + 3P2 = 193193 = -50 + 3P2193+-50 = 3P2243 = 3P281 = P2
S = -50 + 3P2P = 10S = -50 + 3P2 = -50 + 3(10)2 = -50 + 300 = 250S = -50 + 3P2 = 193193 = -50 + 3P2193+-50 = 3P2243 = 3P281 = P29 = p
S = -50 + 3P2P = 10S = -50 + 3P2 = -50 + 3(10)2 = -50 + 300 = 250S = -50 + 3P2 = 193193 = -50 + 3P2193+-50 = 3P2243 = 3P281 = P29 = pJadi, P1 = 10
S = -50 + 3P2P = 10S = -50 + 3P2 = -50 + 3(10)2 = -50 + 300 = 250S = -50 + 3P2 = 193193 = -50 + 3P2193+-50 = 3P2243 = 3P281 = P29 = pJadi, P1 = 10Dan P2 = 9
S = -50 + 3P2P = 10S = -50 + 3P2 = -50 + 3(10)2 = -50 + 300 = 250S = -50 + 3P2 = 193193 = -50 + 3P2193+-50 = 3P2243 = 3P281 = P29 = pJadi, P1 = 10Dan P2 = 9S1 = 250 Dan S2 = 193
S = -50 + 3P2P = 10S = -50 + 3P2 = -50 + 3(10)2 = -50 + 300 = 250S = -50 + 3P2 = 193193 = -50 + 3P2193+-50 = 3P2243 = 3P281 = P29 = pJadi, P1 = 10Dan P2 = 9S1 = 250 Dan S2 = 193ES = S2 – S1 / P2 – P1
S = -50 + 3P2P = 10S = -50 + 3P2 = -50 + 3(10)2 = -50 + 300 = 250S = -50 + 3P2 = 193193 = -50 + 3P2193+-50 = 3P2243 = 3P281 = P29 = pJadi, P1 = 10Dan P2 = 9S1 = 250 Dan S2 = 193ES = S2 – S1 / P2 – P1 = 193 – 250 / 9 – 10
S = -50 + 3P2P = 10S = -50 + 3P2 = -50 + 3(10)2 = -50 + 300 = 250S = -50 + 3P2 = 193193 = -50 + 3P2193+-50 = 3P2243 = 3P281 = P29 = pJadi, P1 = 10Dan P2 = 9S1 = 250 Dan S2 = 193ES = S2 – S1 / P2 – P1 = 193 – 250 / 9 – 10 = -57 / 1
Jadi Jawaban nya = 57