A family consumes 12 units of electricity per day. Cost per unit is ₹8. How much do they pay for a 31-day month?
- AOption (a)
₹2,996
- BOption (b)
₹2,976
- COption (c)
₹2,796
- DOption (d)
₹2,769
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Correct answer
₹2,976
Why this answer is correct
Shortcut Trick
Total Monthly Cost = Daily Units × Rate × Number of Days
Total Monthly Cost = 12 × 8 × 31
Total Monthly Cost = 96 × 31 = ₹2,976
∴ The correct answer is ₹2,976.
Alternate Method
Given:
Daily consumption of electricity = 12 units
Cost per unit = ₹8
Total duration = 31-day month
Formula Used:
Total Payment = (Units per day × Total days) × Rate per unit
⇒ Total units consumed in 31 days = 12 × 31
⇒ Total units consumed = 372 units
⇒ Total payment = 372 × 8
⇒ Total payment = ₹2,976
∴ The correct answer is ₹2,976.
Additional Information
Unitary Method
A technique for solving problems by first finding the value of a single unit, and then finding the necessary value by multiplying the single unit value.
Total Expenditure Formula
Total Expenditure = Price × Consumption. If consumption is given as a daily rate, multiply by the number of days in the specific month.
Electricity Units (kWh)
1 Unit of electricity is equivalent to 1 kiloWatt-hour (kWh). The total bill is the product of Total Units × Slab Rate.