smart fortwo 453 cabrio EQ - Costs

Monthly costs for smart fortwo 453 cabrio EQ

smart fortwo 453  cabrio EQ

Find out the projected monthly maintenance cost for one smart fortwo 453 cabrio EQ with tax, running costs, insurance and workshop costs. If you would like to lease a smart fortwo 453 cabrio EQ, you may need to consider not only the regular lease payments, but also the other costs incurred. For this offer, for example, transfer costs in the amount of 690 €.

With a lease term of 48 months and a monthly lease payment of 272.51 € with 10000 km mileage per year, there are fixed leasing costs of 13960.48 €. Insurance costs for the smart fortwo 453 cabrio EQ are quite reasonable at around 35 € per month, especially for drivers with a high no-claims class. The average depreciation of the smart fortwo 453 cabrio EQ over a useful life of 5 years is 217 € per month. On average, the smart fortwo 453 cabrio EQ trades for 25800 €, the offered vehicle has a gross list price of 39910 €.

Did you know? Immediately available vehicles like this one are usually a bit more expensive than order vehicles, because here the dealer calculates a surcharge for the storage / display of the vehicle into the offer.

smart fortwo 453 cabrio EQ Total cost & lease factor

Calculation basis

The lease payment is 272.51 € per month for a term of 48 months, so it is an average-priced offer. Can we still talk about a leasing deal for the smart fortwo? The decisive factor is the leasing factor, which is calculated by dividing the leasing rate by the gross list price.

The monthly leasing rate must also be supplemented by ancillary costs, e.g. transfer and registration. However, these costs are kept within limits with this offer at 880 €. Dividing the total costs (leasing costs + fixed costs = 13960.48 €) by the number of months (for this offer: 48 months) gives the monthly effective costs. If you then divide this amount by the gross list price of 39910 €, you get the leasing factor. With this smart fortwo results in an effective leasing factor of 0.81, therefore it is a good value leasing vehicle and a good leasing deal.

Fixed costs

Leasing rates / 48 months

13.080,48 €

Transfer / Approval

880,00 €

+

Total cost

13.960,48 €

Leasing factor

Total cost

13.960,48 €

Runtime

48 Months

÷

Leasing rate

272,51 €
(229,00 € netto)

Effective leasing rate

290,84 €
(244,40 € netto)

Bruttolistenpreis

39.910,00 €


Leasing factor

0.76

Effective leasing rate

0.81

smart fortwo 453 cabrio EQ Cost per kilometer

Calculation basis

The costs per kilometer are decisive in kilometer leasing, especially if they have to be borne privately. With a monthly leasing rate of 272.51 €, the smart fortwo 453 cabrio EQ is an absolutely average value vehicle. When calculating the costs per kilometer, however, a distinction should still be made between a rather short leasing period (2 - 3 years) and a longer one (4 - 6 years). For simplicity, we ignore this difference in the following calculation example and assume a lease term of 48 months at the most favorable lease price . The cost of operating the vehicle, an electric car, so the cost of electricity, amount to just 100 € monthly, as the vehicle is very economical. In addition, there are insurance costs of 35 € per month, which is quite a low amount but of course mainly due to the low gross list price (39910 €) and the vehicle size. The total invoice for this offer also includes the transfer and registration costs in the amount of 880 € (one-time). The final assessment of this offer: this offer can be accepted with a clear conscience at a cost per kilometer of 0.35 € and the effective leasing factor of 0.81.

The previous costs are now summed and divided by the number of inclusive kilometers (10000 km multiplied by the term 48 months).

Fixed operating costs
+

Costs p.a. (excl. leasing)

9.328,00 €

Actual cost / Km

Fixed operating costs

9.328,00 €

Lease payments Total

13.080,48 €

+

Total cost

22.408,48 €

Total kilometers

40.000,00

÷

Cost / Km (only leasing)

0,35 €

Cumulative total cost / Km

0,35 €

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