|
A
CPD Grantee is providing HOME funds to Helping Hands Nonprofit to
rehabilitate Main Street Apartments. The apartment's furnace is
broken and needs to be replaced. Currently, the annual energy costs
for the existing furnace is $1,800. Helping Hands wants to assess
whether to replace the existing furnace with an energy efficient
model. They have determined that the annual energy cost for the
new energy efficient furnace is $1,500. The cost of purchasing a
new high efficiency furnace is about $3,000. The cost of an inefficient
furnace is $1,000.
To
calculate the payback, use the following formulas:
|
First Cost |
=
|
Incremental
cost of purchasing the new furnace |
|
=
|
Cost
of high efficiency furnace - Cost of inefficient furnace |
|
=
|
$3,000
- $1,000 |
|
=
|
$2,000 |
| | | |
| Annual
Savings |
=
|
Annual
Energy Cost Existing Furnace - Annual Energy Cost of New Furnace |
|
=
|
$1,800
- $1,500 |
|
=
|
$300
|
| | | |
| Payback
Period |
=
|
First
Cost / Annual Savings |
|
=
|
$2,000
/ $300 |
|
=
|
6.7
years |
Let's
walk through this together:
- Annual Cost of Existing Furnace = $1,800
- Annual Cost of New Furnace = $1,500
- The incremental first cost is estimated to be $2,000.
In
this example, the annual energy savings of $300 will pay for the
incremental cost of the new furnace in 6.7 years. Therefore, the
purchase of the energy efficient furnace is justifiable.
|