How the monthly payment is computed
The calculator uses the standard reducing-balance amortisation formula. Every month the interest is charged on the outstanding balance, not on the original principal, so early payments are mostly interest and later payments are mostly principal. The formula that produces a constant monthly payment M is:
M = P * r_m * (1 + r_m)^n / ((1 + r_m)^n - 1) where P = loan principal (cash price minus deposit) r_m = monthly interest rate (e.g. 0.086 for 8.6% per month) n = term in months
Total repayment is deposit plus M multiplied by n. The repayment multiple is total paid divided by cash price. The nominal APR is r_m times 12, and the effective compounded APR is (1 + r_m)^12 minus 1. The effective APR is the honest annual comparison for a monthly-compounding loan.
Why 8.6% per month is the default
In May 2024, Watu Credit's Country Manager confirmed the 8.6% per month reducing-balance rate to the Kenya National Assembly Finance Committee. On a 24 month loan, this compounds to an effective APR of about 168% per year. That is significantly higher than the nominal 103.2% headline (8.6 times 12) because monthly compounding matters. Confirm the exact rate on your own agreement before signing, since Watu and Mogo may quote different rates by region, deposit or bike model.
What this calculator excludes
The calculator models the headline principal and interest schedule only. It does not include GPS tracker fees, mandatory insurance loaded into the loan, processing fees, late-payment penalties, or repossession and legal costs if you default. For a full-cost view see boda boda financing real cost 2026. If you are considering guaranteeing a loan for someone else, run the guarantor exposure calculator first.