8/17/2015 8:53:00 AM
Quý Khách Hàng còn đang băn khoăn rằng có nên mua xe đạp điện cho con em mình hay không?.
Làm sao để mua được một xe đạp điện chính hãng?
Cửa hàng buôn bán có uy tín nằm ở đâu?
Chúng ta thử làm một phép toán nhỏ để so sánh giải đáp câu hỏi này nhé
…..let’s..go.....
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)
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)
Ở đây, Mình sẽ cùng các bạn làm một phép tính mang tính tương đối, thật đơn giản để cùng nhau hiểu rõ vấn đề, tất cả mọi người khi nghĩ đến xe đạp điện thường hay băn khoăn rằng: Đi xe đạp điện liệu có thật sự tiết kiệm chi phí so với xe máy chạy xăng hay không?
Chúng ta cùng làm phép so sánh giữa 2 xe đi trong cùng thời gian 2 năm:
Cùng điều kiện cần để 2 xe tiêu hao nhiên liệu cho chuyển động:
Xe máy cần ( Xăng + Dầu + Ắc quy) - Xe điện cần ( Ắc quy + Sạc điện)
A. Quãng đường đi ~50Km/ngày.
Xe máy ~ 1 lít xăng, xe điện ~ 0,5 số điện (cho 4 bình ắc quy/1 lần sạc)
B. Xe Xăng: 1 lít ~ 21,900vnd, Xe Điện: 1 số ~ 4,000vnd
C. Dầu xe máy: 1 hộp ~ 80,000vnd ( Xe máy đi 2,000Km ~ 1 hộp dầu).
D. Bình ắc quy xe máy: 1 bình ~ 300,000vnđ.
E. Bình ắc quy xe điện: 1 bình ~ 500,000vnđ ( 4 bình x 500,000vnđ = 2,000,000vnđ)
Cùng giải nào:
1 ngày Đi được 50Km
1 năm (360 ngày) = 50 x 360 Đi được 18,000Km
2 năm (720 ngày) = 50 x 720 Đi được 36,000Km
XE ĐIỆN
Những tiêu hao cho xe chạy điện:
1, Ắc quy 48V-12Ah:
4 bình x 500,000vnđ ~ 2,000,000vnđ (2 năm) (I)
2, Điện sạc cho ắc quy:
0,5 số x 4,000vnđ ~ 2,000vnd (1 ngày)
2,000vnd x 720 ngày ~ 1.440.000vnđ ( 2 năm) (II)
(I) + (II) ~ 2,000,000 + 1,440,000
~ 3,440,000vnđ
Chi Phí: 3.440.000vnđ
Tổng 2 năm phải chi trả thay ắc quy + sạc điện
|
XE XĂNG
Những tiêu hao cho xe chạy xăng:
1, Ắc quy 12V:
1 bình x 300,000vnđ ~ 300,000vnđ (2 năm) (I)
2, Đổ xăng cho xe máy:
1 lít ~ 50Km (1 ngày) ~ 20,500vnđ (1 ngày)
? lít ~ 36,000Km (2 năm)
~ 36,000Km / 50Km
~ 720 lít (2 năm)
~ 720 lít x 20,500vnđ
~14,760,000vnđ (2 năm) (II)
3, Dầu nhớt đổ cho xe máy:
1 hộp ~ 2,000Km
? hộp ~ 36,000Km
~ 36,000Km / 2,000Km
~ 18 hộp
~ 18 hộp x 80,000vnđ ~ 1,440,000vnđ (III)
(I) + (II) + (III) ~ 300,000vnđ + 14,760,000vnđ + 1,440,000vnđ
~ 17,508,000vnđ
Chi Phí: 16.500.000vnđ
Tổng 2 năm phải chi trả thay ắc quy + đổ xăng + thay dầu
|
Chi Phí: 3.440.000vnđ
|
Chi Phí: 16.500.000vnđ
|
Kết quả:
Với phép tính đơn giản đã cho ta thấy chi phí phải trả cho xe máy nhiều hơn ~5 lần so với xe đạp điện, lúc này tất cả mọi người chúng ta chắc đã có thể tự tin về sự lựa chọn cho mình và cho người thân rồi chứ?
Chúng ta hãy cùng nhau ủng hộ, cùng lựa chọn sản phẩm tốt - thân thiện với môi trường...
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)
Hãy cùng nhau trải nghiệm và chung tay vì một Trái Đất xanh!
ĐẠI LÝ CUNG CẤP XE ĐẠP ĐIỆN CHÍNH HÃNG
TẠI TP.HCM - Đồng nai - Bình Dương - Các tỉnh miền tây
Cung cấp - phân phối xe đạp điện honda - yamaha - giant - Bridgestone - Aima - Việt Nhật
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