A heater coil is rated 100W , 200V. It is cut into two identical parts. both parts are connected together in parallel to the same source of 200V. Calculate the energy liberated per second in the New combination.
Answers
Step-by-step explanation:
P=100W
P=100WV=200V
P=100WV=200VP=
P=100WV=200VP= R
P=100WV=200VP= RV
P=100WV=200VP= RV 2
P=100WV=200VP= RV 2
P=100WV=200VP= RV 2
P=100WV=200VP= RV 2
P=100WV=200VP= RV 2 R=
P=100WV=200VP= RV 2 R= 400
P=100WV=200VP= RV 2 R= 400(200)
P=100WV=200VP= RV 2 R= 400(200) 2
P=100WV=200VP= RV 2 R= 400(200) 2
P=100WV=200VP= RV 2 R= 400(200) 2
P=100WV=200VP= RV 2 R= 400(200) 2 =100Ω
P=100WV=200VP= RV 2 R= 400(200) 2 =100ΩNet Resistance:
P=100WV=200VP= RV 2 R= 400(200) 2 =100ΩNet Resistance:R
P=100WV=200VP= RV 2 R= 400(200) 2 =100ΩNet Resistance:R t
P=100WV=200VP= RV 2 R= 400(200) 2 =100ΩNet Resistance:R t
P=100WV=200VP= RV 2 R= 400(200) 2 =100ΩNet Resistance:R t
P=100WV=200VP= RV 2 R= 400(200) 2 =100ΩNet Resistance:R t 1
P=100WV=200VP= RV 2 R= 400(200) 2 =100ΩNet Resistance:R t 1
P=100WV=200VP= RV 2 R= 400(200) 2 =100ΩNet Resistance:R t 1 =
P=100WV=200VP= RV 2 R= 400(200) 2 =100ΩNet Resistance:R t 1 = R
P=100WV=200VP= RV 2 R= 400(200) 2 =100ΩNet Resistance:R t 1 = R ′
P=100WV=200VP= RV 2 R= 400(200) 2 =100ΩNet Resistance:R t 1 = R ′
P=100WV=200VP= RV 2 R= 400(200) 2 =100ΩNet Resistance:R t 1 = R ′ 1
P=100WV=200VP= RV 2 R= 400(200) 2 =100ΩNet Resistance:R t 1 = R ′ 1
P=100WV=200VP= RV 2 R= 400(200) 2 =100ΩNet Resistance:R t 1 = R ′ 1 +
P=100WV=200VP= RV 2 R= 400(200) 2 =100ΩNet Resistance:R t 1 = R ′ 1 + R
P=100WV=200VP= RV 2 R= 400(200) 2 =100ΩNet Resistance:R t 1 = R ′ 1 + R ′
P=100WV=200VP= RV 2 R= 400(200) 2 =100ΩNet Resistance:R t 1 = R ′ 1 + R ′
P=100WV=200VP= RV 2 R= 400(200) 2 =100ΩNet Resistance:R t 1 = R ′ 1 + R ′ 1
P=100WV=200VP= RV 2 R= 400(200) 2 =100ΩNet Resistance:R t 1 = R ′ 1 + R ′ 1
P=100WV=200VP= RV 2 R= 400(200) 2 =100ΩNet Resistance:R t 1 = R ′ 1 + R ′ 1 =
P=100WV=200VP= RV 2 R= 400(200) 2 =100ΩNet Resistance:R t 1 = R ′ 1 + R ′ 1 = R
P=100WV=200VP= RV 2 R= 400(200) 2 =100ΩNet Resistance:R t 1 = R ′ 1 + R ′ 1 = R ′
P=100WV=200VP= RV 2 R= 400(200) 2 =100ΩNet Resistance:R t 1 = R ′ 1 + R ′ 1 = R ′
P=100WV=200VP= RV 2 R= 400(200) 2 =100ΩNet Resistance:R t 1 = R ′ 1 + R ′ 1 = R ′ 2
P=100WV=200VP= RV 2 R= 400(200) 2 =100ΩNet Resistance:R t 1 = R ′ 1 + R ′ 1 = R ′ 2
P=100WV=200VP= RV 2 R= 400(200) 2 =100ΩNet Resistance:R t 1 = R ′ 1 + R ′ 1 = R ′ 2
P=100WV=200VP= RV 2 R= 400(200) 2 =100ΩNet Resistance:R t 1 = R ′ 1 + R ′ 1 = R ′ 2 ⟹R
P=100WV=200VP= RV 2 R= 400(200) 2 =100ΩNet Resistance:R t 1 = R ′ 1 + R ′ 1 = R ′ 2 ⟹R t
P=100WV=200VP= RV 2 R= 400(200) 2 =100ΩNet Resistance:R t 1 = R ′ 1 + R ′ 1 = R ′ 2 ⟹R t
P=100WV=200VP= RV 2 R= 400(200) 2 =100ΩNet Resistance:R t 1 = R ′ 1 + R ′ 1 = R ′ 2 ⟹R t =
P=100WV=200VP= RV 2 R= 400(200) 2 =100ΩNet Resistance:R t 1 = R ′ 1 + R ′ 1 = R ′ 2 ⟹R t = 2
P=100WV=200VP= RV 2 R= 400(200) 2 =100ΩNet Resistance:R t 1 = R ′ 1 + R ′ 1 = R ′ 2 ⟹R t = 2R
P=100WV=200VP= RV 2 R= 400(200) 2 =100ΩNet Resistance:R t 1 = R ′ 1 + R ′ 1 = R ′ 2 ⟹R t = 2R ′
P=100WV=200VP= RV 2 R= 400(200) 2 =100ΩNet Resistance:R t 1 = R ′ 1 + R ′ 1 = R ′ 2 ⟹R t = 2R ′
P=100WV=200VP= RV 2 R= 400(200) 2 =100ΩNet Resistance:R t 1 = R ′ 1 + R ′ 1 = R ′ 2 ⟹R t = 2R ′
P=100WV=200VP= RV 2 R= 400(200) 2 =100ΩNet Resistance:R t 1 = R ′ 1 + R ′ 1 = R ′ 2 ⟹R t = 2R ′ =
P=100WV=200VP= RV 2 R= 400(200) 2 =100ΩNet Resistance:R t 1 = R ′ 1 + R ′ 1 = R ′ 2 ⟹R t = 2R ′ = 2
P=100WV=200VP= RV 2 R= 400(200) 2 =100ΩNet Resistance:R t 1 = R ′ 1 + R ′ 1 = R ′ 2 ⟹R t = 2R ′ = 2200
P=100WV=200VP= RV 2 R= 400(200) 2 =100ΩNet Resistance:R t 1 = R ′ 1 + R ′ 1 = R ′ 2 ⟹R t = 2R ′ = 2200
P=100WV=200VP= RV 2 R= 400(200) 2 =100ΩNet Resistance:R t 1 = R ′ 1 + R ′ 1 = R ′ 2 ⟹R t = 2R ′ = 2200 =100Ω
P=100WV=200VP= RV 2 R= 400(200) 2 =100ΩNet Resistance:R t 1 = R ′ 1 + R ′ 1 = R ′ 2 ⟹R t = 2R ′ = 2200 =100ΩNet Power=P=
P=100WV=200VP= RV 2 R= 400(200) 2 =100ΩNet Resistance:R t 1 = R ′ 1 + R ′ 1 = R ′ 2 ⟹R t = 2R ′ = 2200 =100ΩNet Power=P= RT
P=100WV=200VP= RV 2 R= 400(200) 2 =100ΩNet Resistance:R t 1 = R ′ 1 + R ′ 1 = R ′ 2 ⟹R t = 2R ′ = 2200 =100ΩNet Power=P= RTV
P=100WV=200VP= RV 2 R= 400(200) 2 =100ΩNet Resistance:R t 1 = R ′ 1 + R ′ 1 = R ′ 2 ⟹R t = 2R ′ = 2200 =100ΩNet Power=P= RTV 2
P=100WV=200VP= RV 2 R= 400(200) 2 =100ΩNet Resistance:R t 1 = R ′ 1 + R ′ 1 = R ′ 2 ⟹R t = 2R ′ = 2200 =100ΩNet Power=P= RTV 2
P=100WV=200VP= RV 2 R= 400(200) 2 =100ΩNet Resistance:R t 1 = R ′ 1 + R ′ 1 = R ′ 2 ⟹R t = 2R ′ = 2200 =100ΩNet Power=P= RTV 2
P=100WV=200VP= RV 2 R= 400(200) 2 =100ΩNet Resistance:R t 1 = R ′ 1 + R ′ 1 = R ′ 2 ⟹R t = 2R ′ = 2200 =100ΩNet Power=P= RTV 2 =
P=100WV=200VP= RV 2 R= 400(200) 2 =100ΩNet Resistance:R t 1 = R ′ 1 + R ′ 1 = R ′ 2 ⟹R t = 2R ′ = 2200 =100ΩNet Power=P= RTV 2 = 100
P=100WV=200VP= RV 2 R= 400(200) 2 =100ΩNet Resistance:R t 1 = R ′ 1 + R ′ 1 = R ′ 2 ⟹R t = 2R ′ = 2200 =100ΩNet Power=P= RTV 2 = 10040000
P=100WV=200VP= RV 2 R= 400(200) 2 =100ΩNet Resistance:R t 1 = R ′ 1 + R ′ 1 = R ′ 2 ⟹R t = 2R ′ = 2200 =100ΩNet Power=P= RTV 2 = 10040000
P=100WV=200VP= RV 2 R= 400(200) 2 =100ΩNet Resistance:R t 1 = R ′ 1 + R ′ 1 = R ′ 2 ⟹R t = 2R ′ = 2200 =100ΩNet Power=P= RTV 2 = 10040000 =400J
Answer:
P=100W
V=200V
P=
R
V
2
R=
400
(200)
2
=100Ω
Net Resistance:
R
t
1
=
R
′
1
+
R
′
1
=
R
′
2
⟹R
t
=
2
R
′
=
2
200
=100Ω
Net Power=P=
RT
V
2
=
100
40000
=400J