Business Loan Calculator

Estimate monthly payment, total interest, and full amortisation for a business loan. Optional origination fee.

Use the Business Loan Calculator

Enter loan amount, APR, and term. Optionally add origination fee. Toggle the amortisation schedule on or off.

Loan inputs

Principal, APR, term. Optional origination fee.

Results

Monthly payment
$2,028
Total interest
$21,658
Total cost
$121,658
Payoff (approx.)
Feb 2031
#PaymentPrincipalInterestBalance
1$2,028$1,361$667$98,639
2$2,028$1,370$658$97,269
3$2,028$1,379$648$95,890
4$2,028$1,388$639$94,501
5$2,028$1,398$630$93,104
6$2,028$1,407$621$91,697
7$2,028$1,416$611$90,281
8$2,028$1,426$602$88,855
9$2,028$1,435$592$87,419
10$2,028$1,445$583$85,975
11$2,028$1,454$573$84,520
12$2,028$1,464$563$83,056
13$2,028$1,474$554$81,582
14$2,028$1,484$544$80,098
15$2,028$1,494$534$78,605
16$2,028$1,504$524$77,101
17$2,028$1,514$514$75,587
18$2,028$1,524$504$74,064
19$2,028$1,534$494$72,530
20$2,028$1,544$484$70,986
21$2,028$1,554$473$69,431
22$2,028$1,565$463$67,867
23$2,028$1,575$452$66,291
24$2,028$1,586$442$64,706

Showing first 24 months.

What this means

The calculator shows your fixed monthly payment and how much goes to interest vs principal over time. Use it to compare loan offers and plan cash flow.

How to interpret

Total interest plus principal plus fees is your full cost of borrowing. Lower APR or shorter term reduces total interest.

FAQs

How is the payment calculated?
Standard amortisation: monthly payment = P × r × (1+r)^n ÷ ((1+r)^n − 1), where P is principal, r is monthly rate (APR/12), n is number of payments.
What is origination fee?
A one-time fee charged by the lender, often as a % of the loan. It increases the effective cost; enter it to see total cost including the fee.
Can I add extra payments?
This version assumes a fixed payment. For extra payments you’d need to run a separate amortisation or use a calculator that supports them.

Related tools

Business Loan Calculator

Estimate monthly payment, total interest, and full amortisation for a business loan. Optional origination fee.

Use the Business Loan Calculator

Enter loan amount, APR, and term. Optionally add origination fee. Toggle the amortisation schedule on or off.

Loan inputs

Principal, APR, term. Optional origination fee.

Results

Monthly payment
$2,028
Total interest
$21,658
Total cost
$121,658
Payoff (approx.)
Feb 2031
#PaymentPrincipalInterestBalance
1$2,028$1,361$667$98,639
2$2,028$1,370$658$97,269
3$2,028$1,379$648$95,890
4$2,028$1,388$639$94,501
5$2,028$1,398$630$93,104
6$2,028$1,407$621$91,697
7$2,028$1,416$611$90,281
8$2,028$1,426$602$88,855
9$2,028$1,435$592$87,419
10$2,028$1,445$583$85,975
11$2,028$1,454$573$84,520
12$2,028$1,464$563$83,056
13$2,028$1,474$554$81,582
14$2,028$1,484$544$80,098
15$2,028$1,494$534$78,605
16$2,028$1,504$524$77,101
17$2,028$1,514$514$75,587
18$2,028$1,524$504$74,064
19$2,028$1,534$494$72,530
20$2,028$1,544$484$70,986
21$2,028$1,554$473$69,431
22$2,028$1,565$463$67,867
23$2,028$1,575$452$66,291
24$2,028$1,586$442$64,706

Showing first 24 months.

What this means

The calculator shows your fixed monthly payment and how much goes to interest vs principal over time. Use it to compare loan offers and plan cash flow.

How to interpret

Total interest plus principal plus fees is your full cost of borrowing. Lower APR or shorter term reduces total interest.

FAQs

How is the payment calculated?
Standard amortisation: monthly payment = P × r × (1+r)^n ÷ ((1+r)^n − 1), where P is principal, r is monthly rate (APR/12), n is number of payments.
What is origination fee?
A one-time fee charged by the lender, often as a % of the loan. It increases the effective cost; enter it to see total cost including the fee.
Can I add extra payments?
This version assumes a fixed payment. For extra payments you’d need to run a separate amortisation or use a calculator that supports them.

Related tools