Sprawdź, czy:
a.
b.
a)
V(7+4V3) = 2+V3 I^2 - obie strony równania podnosimy do kwadratu
(V(7+4V3))^2 = (2+V3)^2
L = 7+4V3
P = (2+V3)^2 = 4+4V3+3 = 7+4V3
L = P
=====
b)
V[2V(2+3)] = V2 +1 I^2 - obie strony rownania podnosimy do kwadratu
[V(2V2+3)]^2 = (V2+1)^2
L = 2V2+3
P = (V2+1)^2 = 2+2V2+1 = 2V2+3
P = L
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a)
V(7+4V3) = 2+V3 I^2 - obie strony równania podnosimy do kwadratu
(V(7+4V3))^2 = (2+V3)^2
L = 7+4V3
P = (2+V3)^2 = 4+4V3+3 = 7+4V3
L = P
=====
b)
V[2V(2+3)] = V2 +1 I^2 - obie strony rownania podnosimy do kwadratu
[V(2V2+3)]^2 = (V2+1)^2
L = 2V2+3
P = (V2+1)^2 = 2+2V2+1 = 2V2+3
P = L
=====