I Built a DSCR Calculator in Vanilla JavaScript — Here's the Loan Math Nobody Explains

BANIYA MANI TEJA — Wed, 14 Oct 2026 18:34:03 +0000

A while back I needed a DSCR calculator that wasn't buried under popups and didn't ask me to create an account before showing a single number. So I built one: a free, no-signup debt service coverage ratio calculator for rental property investors. It runs entirely in the browser.

It sounded like a weekend project. The math had opinions.

Here's what I learned, with the actual logic.

What DSCR actually is

DSCR (debt service coverage ratio) answers one question: for every dollar of loan payment a rental property owes, how many dollars of operating income does it produce?

DSCR = Net Operating Income / Annual Debt Service

Net operating income (NOI) = annual rent minus operating expenses (taxes, insurance, maintenance, management, vacancy). Not minus the mortgage — the mortgage is what we're measuring against.
Annual debt service = the yearly loan payment, principal + interest.

A DSCR of 1.25 means the property produces $1.25 for every $1.00 of debt payment. Most investment-property lenders want to see 1.25x. Below 1.00, the property can't cover its own loan.

The amortization formula (the part everyone gets wrong)

The monthly payment on a fixed-rate loan comes from the standard amortization formula:

M = P * r(1+r)^n / ((1+r)^n - 1)

Where P is principal, r is the monthly rate, n is the number of payments. In code:

function monthlyPayment(principal, annualRatePct, years) {
  const r = annualRatePct / 100 / 12;
  const n = years * 12;
  if (r === 0) return principal / n; // edge case: 0% loans
  const factor = Math.pow(1 + r, n);
  return (principal * r * factor) / (factor - 1);
}

That r === 0 guard matters. Without it, a 0% rate gives you 0/0 = NaN, and your calculator silently shows nothing. Real users do type 0 — usually to model an all-cash scenario or a family loan.

Floating point money is a lie (so round deliberately)

JavaScript's floating point will happily tell you a monthly payment is 4055.459999999999. For money, I round only at display time and keep full precision internally:

const annualDebtService = monthlyPayment(580000, 7.5, 30) * 12;
// => 48665.51...
const dscr = 62400 / annualDebtService;
// => 1.2824...

Display 1.28, compute with 1.2824. Rounding intermediate steps is how you get calculators that disagree with each other by a cent and erode trust.

The full calculation

function calculateDSCR({ annualRent, operatingExpenses, loanAmount, annualRatePct, years }) {
  const noi = annualRent - operatingExpenses;
  const annualDebtService = monthlyPayment(loanAmount, annualRatePct, years) * 12;
  return {
    noi,
    annualDebtService,
    dscr: noi / annualDebtService,
  };
}

// $96k rent, $33.6k expenses, $580k at 7.5% for 30 years
calculateDSCR({ annualRent: 96000, operatingExpenses: 33600, loanAmount: 580000, annualRatePct: 7.5, years: 30 });
// => { noi: 62400, annualDebtService: 48665.51, dscr: 1.2824 }

The domain trap: two methods, one name

The trickiest bug wasn't in the code — it was in the domain. There are two different DSCR methods, and they give different answers on the same property:

NOI method: subtract operating expenses (including taxes and insurance) from income first, divide by principal + interest.
Rent-over-PITIA method: divide gross rent by PITIA (principal, interest, taxes, insurance, association dues). Nothing subtracted from income.

Same property, same loan, different ratios. I made the calculator use the NOI method and explain both, because investors who don't know the difference discover it mid-underwriting — when the deal is already under contract.

Working backwards: the feature users actually want

The most useful thing the calculator does isn't computing DSCR from inputs — it's inverting the formula. Given a target DSCR (say 1.25), what's the maximum loan the property supports?

function maxLoan(noi, targetDSCR, annualRatePct, years) {
  const maxAnnualPayment = noi / targetDSCR;
  const r = annualRatePct / 100 / 12;
  const n = years * 12;
  const factor = Math.pow(1 + r, n);
  // invert the amortization formula to solve for P
  return (maxAnnualPayment / 12) * (factor - 1) / (r * factor);
}

maxLoan(62400, 1.25, 7.5, 30); // => ~$594,953

That number is the investor's negotiation ceiling. If the seller won't meet it, the math already said no.

Lessons

Guard your edge cases — 0% rates, zero expenses, and empty inputs all produce NaN if you let them.
Round at display, never in the pipeline — intermediate rounding is how calculators disagree.
The domain is harder than the code — the two-method trap took more research than the entire amortization implementation.
Show your math — every existing calculator I found hid its formula. Showing a worked example is what makes users trust the output.

The whole thing is a single HTML file with vanilla JavaScript — no framework, no build step, no backend. Financial data never leaves the browser, which is the entire point.

Try it live: DSCR Calculator — free, no signup. And if you spot a math edge case I missed, I'd genuinely like to hear about it in the comments.

Scrape any website Using PHP code

BANIYA MANI TEJA — Thu, 17 Feb 2022 21:12:43 +0000

Im Scraping Momix apk Website.

<?php

curl.php

// Initialize a connection with cURL (ch = cURL handle, or "channel")
$ch = curl_init();

// Set the URL
curl_setopt($ch, CURLOPT_URL, 'http://momixapk.com');

// Set the HTTP method
curl_setopt($ch, CURLOPT_CUSTOMREQUEST, 'GET');

// Return the response instead of printing it out
curl_setopt($ch, CURLOPT_RETURNTRANSFER, 1);

// Send the request and store the result in $response
$response = curl_exec($ch);

echo 'HTTP Status Code: ' . curl_getinfo($ch, CURLINFO_HTTP_CODE) . PHP_EOL;
echo 'Response Body: ' . $response . PHP_EOL;

// Close cURL resource to free up system resources
curl_close($ch);

Scrape any website Using PHP code

BANIYA MANI TEJA — Sun, 26 Sep 2021 18:06:25 +0000

Im Scraping MT manager Website.

<?php

curl.php

// Initialize a connection with cURL (ch = cURL handle, or "channel")
$ch = curl_init();

// Set the URL
curl_setopt($ch, CURLOPT_URL, 'http://mtmanager.co');

// Set the HTTP method
curl_setopt($ch, CURLOPT_CUSTOMREQUEST, 'GET');

// Return the response instead of printing it out
curl_setopt($ch, CURLOPT_RETURNTRANSFER, 1);

// Send the request and store the result in $response
$response = curl_exec($ch);

echo 'HTTP Status Code: ' . curl_getinfo($ch, CURLINFO_HTTP_CODE) . PHP_EOL;
echo 'Response Body: ' . $response . PHP_EOL;

// Close cURL resource to free up system resources
curl_close($ch);

PhP Curl Basic code to scrape

BANIYA MANI TEJA — Sun, 04 Jul 2021 20:26:06 +0000

curl_init() : initialize a cURL session.

curl_setopt() : you can set all your options for the transfer.

curl_exec() : you can execute the session.

curl_close() : you finish off your session.

Using Above 4 Function, I will fetch MovieBox Pro Website details.

<?php
$curl = curl_init();
curl_setopt($curl, CURLOPT_URL, 'https://movieboxpro.live');
curl_setopt($curl, CURLOPT_FOLLOWLOCATION, true);
curl_setopt($curl, CURLOPT_RETURNTRANSFER, true);
$result = curl_exec($curl);
curl_close($curl);
echo $result;
?>

DEV Community: BANIYA MANI TEJA

I Built a DSCR Calculator in Vanilla JavaScript — Here's the Loan Math Nobody Explains

What DSCR actually is

The amortization formula (the part everyone gets wrong)

Floating point money is a lie (so round deliberately)

The full calculation

The domain trap: two methods, one name

Working backwards: the feature users actually want

Lessons

Scrape any website Using PHP code

curl.php

Scrape any website Using PHP code

curl.php

PhP Curl Basic code to scrape