Question 1

What is the exact Height of NDS Eco Motors E2C?

BikeDekho Experts · Accepted Answer

The height of NDS Eco Motors E2C is 1174 mm

Question 2

What is the Power of NDS Eco Motors E2C?

BikeDekho Experts · Accepted Answer

The power produced by NDS Eco Motors E2C is 3.9 kW

Question 3

How much time NDS Eco Motors E2C will take to charge?

BikeDekho Experts · Accepted Answer

NDS Eco Motors E2C will take total 2 Hr to charge from 0-100 percent.

Question 4

What is the range offered by NDS Eco Motors E2C on a full charge?

BikeDekho Experts · Accepted Answer

NDS Eco Motors E2C offers range of 110 km/charge.

Question 5

Does NDS Eco Motors E2C need a license?

BikeDekho Experts · Accepted Answer

Yes, it is required to have a driving license to drive NDS Eco Motors E2C.

Question 6

What is the top speed of NDS Eco Motors E2C?

BikeDekho Experts · Accepted Answer

Top speed of NDS Eco Motors E2C is 68 km/Hr.

Question 7

What is the battery capacity of NDS Eco Motors E2C?

BikeDekho Experts · Accepted Answer

Battery Capacity of NDS Eco Motors E2C is 2.3 Kwh.

Question 8

What is the max speed of NDS Eco Motors E2C?

BikeDekho Experts · Accepted Answer

The max speed of NDS Eco Motors E2C is 68 km/Hr.

Question 9

What is the driving range of NDS Eco Motors E2C?

BikeDekho Experts · Accepted Answer

The driving range of NDS Eco Motors E2C is 110 km/charge.

Question 10

What is the battery type of NDS Eco Motors E2C?

BikeDekho Experts · Accepted Answer

NDS Eco Motors E2C uses the best Lithium-ion battery.

Question 11

What are the Color options of NDS Eco Motors E2C?

BikeDekho Experts · Accepted Answer

NDS Eco Motors E2C comes with 1 color options - Aqua Blue.

Question 12

When will the NDS Eco Motors E2C launch?

BikeDekho Experts · Accepted Answer

The NDS Eco Motors E2C was launched on May, 2024

Question 13

What is the expected price of the NDS Eco Motors E2C in India?

BikeDekho Experts · Accepted Answer

The NDS Eco Motors E2C has already been launched and the price starts from Rs 1,09,252 (ex-showroom Delhi).

Question 14

What will be the lowest down payment for NDS Eco Motors E2C?

BikeDekho Experts · Accepted Answer

The lenders generally finance 90% of the value of the . Some customers might be eligible for 100% funding too. The down payment is the difference between the on-road price of the  and the amount funded by a lender. This means the minimum possible down payment that you have to pay for NDS Eco Motors E2C includes the RTO and insurance charges.

Question 15

What will be the monthly EMI for NDS Eco Motors E2C?

BikeDekho Experts · Accepted Answer

EMIs or Equated Monthly Installments refer to the monthly payments you make to the lender to repay your loan. These payments include the principal amount as well as the interest i.e. EMI = Principal Amount + Interest on Principal amount. Mathematically, EMI for NDS Eco Motors E2C can be calculated using the following formula:
{P x R x (1+R)^N / [(1+R)^N-1]}
where, P = Principal amount of the loan, R = Rate of interest and N = Number of monthly installments.
For Example:- If the principal amount for a bike loan is Rs. ₹1,02,668/- on an annual rate of interest of 10% for a tenure of 3 years then 
EMI = 102668 * 0.008333*(1+ 0.008333)^36 / ((1+ 0.008333)^36)-1 = Rs 3,298/-
The rate of interest (R) on your loan is calculated monthly i.e. (R= Annual rate of interest/12/100). For instance, if R = 10% per annum, then R= 10%/12 = 0.008333.

Question 16

What will be the interest rate for NDS Eco Motors E2C?

BikeDekho Experts · Accepted Answer

The interest rate for NDS Eco Motors E2C primarily depends on the principal amount and tenure of the loan amount. Interest rate of lenders generally varies from 9.7% per annum to 15% per annum. Customers can also negotiate with the financier for a better rate of interest against their loan amount.

Question 17

What will be the EMI for 3 years tenure for NDS Eco Motors E2C?

BikeDekho Experts · Accepted Answer

EMI for NDS Eco Motors E2C for 3 years tenure can be calculated as per the following formula:-
{P x R x (1+R)^N / [(1+R)^N-1]}
Where, P = Principal amount of the loan, R = Rate of interest, N = Number of monthly installments which will be 36 in case of 3 years tenure.

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