An electric iron rated 250 V has a coil of resistance 125Ω. What is the cost of using it for I hour at 10k per kWh?
1.25k
2.50k
5.00k
10.00k
20.00k
Explanation
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To find the cost of using the electric iron for 1 hour, we need to calculate the power consumption first.
The power
�
P consumed by the electric iron can be calculated using the formula:
�
=
�
2
�
P=
R
V
2
Where:
�
V is the voltage (250 V in this case).
�
R is the resistance (125 Ω in this case).
Substituting the given values:
�
=
25
0
2
125
=
62500
125
=
500
W
P=
125
250
2
=
125
62500
=500W
Now, we can calculate the energy consumed in 1 hour (in kWh):
Energy
=
�
×
time
1000
Energy=
1000
P×time
Substituting
�
=
500
W
P=500W and time = 1 hour:
Energy
=
500
×
1
1000
=
0.5
kWh
Energy=
1000
500×1
=0.5kWh
Now, we can calculate the cost:
Cost
=
Energy
×
Cost per kWh
Cost=Energy×Cost per kWh
Substituting the energy consumed (0.5 kWh) and the cost per kWh (10k):
Cost
=
0.5
×
10
=
5
�
Cost=0.5×10=5k
So, the answer is C. 5.00k

Here is an explanation:
Given The Above Parameters.Calculate Your Current I From Ohm's Law V=IR.The Next Step Is To Substitute The Value Of I Into The Equation P=IVt In Order To Calculate Your Power Leaving Your Answer In Kilowatts.Multiply Your Calculated Power By 10 Since 1 Hour Costs 10 Kwh


