obicz pole i obwód kwadratu wpisanego w okrąg o średnicy 14
Dane :
d= 14
przekatna kwadratu
d= a√2
14 = a√2
a= 14/√2 = 14/√2 *√2/√2 = 14√2/2 = 7√2
P= a²
P = (7√2)² = 98
Obw = 4a
Obw = 4 * 7√2= 28√2
D = 14 - średnica koła
d = 14 = aV2 - przekątna kwadratu
d = D
aV2 = 14
a = 14/V2 x V2/V2 = 14V2/2
a = 7V2
P = a^2 = (7V2)^2 = 98
O = 4a = 4 x 7V2 = 28V2
P = 98 [j2]
O = 28V2 [j]
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Dane :
d= 14
przekatna kwadratu
d= a√2
14 = a√2
a= 14/√2 = 14/√2 *√2/√2 = 14√2/2 = 7√2
P= a²
P = (7√2)² = 98
Obw = 4a
Obw = 4 * 7√2= 28√2
D = 14 - średnica koła
d = 14 = aV2 - przekątna kwadratu
d = D
aV2 = 14
a = 14/V2 x V2/V2 = 14V2/2
a = 7V2
P = a^2 = (7V2)^2 = 98
O = 4a = 4 x 7V2 = 28V2
P = 98 [j2]
O = 28V2 [j]