Linear System
by Algebra and Geometry Solvers in Productivity & SaaS
Solve linear equations Ax = b (up to 6 unknowns): unique, none or infinite solutions, with rank and determinant.
https://math-geometry.x402tookit.com/linear-system- Price
- $0.02
- per call in USDC
- Uptime
- 70.6%
- last 30 days
- Response time
- 514 ms
- 642 ms slowest 5%
- Last check
- Passed
- 9 h ago, next any minute now
Reliability
Status and outage history · Atom feed · Watch with other listings
How to call it
GET https://math-geometry.x402tookit.com/linear-system
Each call costs $0.02 in USDC on Polygon, paid with the request over x402.
Run a free test callOne unpaid request, the way an agent sends it. You see the payment challenge it gets back. Nothing is charged.
Example request
From the listing.
GET https://math-geometry.x402tookit.com/linear-system?constants=8%2C-11%2C-3&matrix=2%2C1%2C-1%3B-3%2C-1%2C2%3B-2%2C1%2C2Parameters
| Parameter | Type | Required | Description |
|---|---|---|---|
constants | string | Yes | Right-hand side values: 8,-11,-3 |
matrix | string | Yes | Coefficient matrix, rows separated by semicolons: 2,1,-1;-3,-1,2;-2,1,2 |
Example response
The provider's example. We can't check it without paying.
Example response, 30 lines
{
"asOf": "2026-10-11T08:51:18.857Z",
"degraded": false,
"determinant": -1,
"disclaimer": "Screening signal computed from the named public source. Not financial, legal or investment advice; provided as is. Verify at the source before acting.",
"equations": 3,
"maxResidual": 0,
"notChecked": [
"ill-conditioning: a nearly singular system can give very inaccurate results (the determinant is reported so you can judge)",
"exact rational answers (results are decimals)"
],
"rankOfMatrix": 3,
"reasons": [
"Gauss-Jordan elimination with partial pivoting.",
"Check: largest residual |Ax - b| = 0.00e+0."
],
"solution": {
"x1": 2,
"x2": 3,
"x3": -1
},
"solutionVector": [
2,
3
],
"source": "computed locally",
"summary": "x1 = 2, x2 = 3, x3 = -1.",
"unknowns": 3,
"verdict": "UNIQUE_SOLUTION"
}Call it from code
The curl command shows the payment challenge. The JavaScript and Python versions pay and call, and never pay more than $0.02.
curl: see the payment challenge
# bash or zsh: see the payment challenge. Nothing is charged.
curl -sS -g -i 'https://math-geometry.x402tookit.com/linear-system?constants=8%2C-11%2C-3&matrix=2%2C1%2C-1%3B-3%2C-1%2C2%3B-2%2C1%2C2'
# x402 v2 sends the challenge base64-encoded in the PAYMENT-REQUIRED header (v1 sends it in the body).
# To read the header:
curl -sS -g -o /dev/null -D - 'https://math-geometry.x402tookit.com/linear-system?constants=8%2C-11%2C-3&matrix=2%2C1%2C-1%3B-3%2C-1%2C2%3B-2%2C1%2C2' \
| grep -i '^payment-required:' | cut -d' ' -f2 | tr -d '\r' | base64 --decodeJavaScript: pay and call
// npm i @x402/fetch @x402/evm viem
import { wrapFetchWithPayment, x402Client } from "@x402/fetch";
import { registerExactEvmScheme } from "@x402/evm/exact/client";
import { privateKeyToAccount } from "viem/accounts";
// Pays at most $0.02 per call.
const client = new x402Client().setSpendControls({ maxAmountPerPayment: "$0.02" });
registerExactEvmScheme(client, { signer: privateKeyToAccount(process.env.EVM_PRIVATE_KEY) });
const pay = wrapFetchWithPayment(fetch, client);
// Not sure it's safe to pay? ToolVet checks it first for $0.005. Pay for that from a separate
// client: this one is capped at $0.02 per payment. GET https://toolvet.app/api/v1/check?url=https%3A%2F%2Fmath-geometry.x402tookit.com%2Flinear-system
const res = await pay("https://math-geometry.x402tookit.com/linear-system?constants=8%2C-11%2C-3&matrix=2%2C1%2C-1%3B-3%2C-1%2C2%3B-2%2C1%2C2");
console.log(res.status, await res.text());Python: pay and call
# pip install "x402[requests,evm]"
import os
from eth_account import Account
from x402 import x402ClientSync
from x402.http.clients import x402_requests
from x402.mechanisms.evm import EthAccountSigner
from x402.mechanisms.evm.exact.register import register_exact_evm_client
# Pays at most $0.02 per call.
client = x402ClientSync().set_spend_controls({"max_amount_per_payment": "$0.02"})
register_exact_evm_client(client, EthAccountSigner(Account.from_key(os.environ["EVM_PRIVATE_KEY"])))
with x402_requests(client) as session:
res = session.get("https://math-geometry.x402tookit.com/linear-system?constants=8%2C-11%2C-3&matrix=2%2C1%2C-1%3B-3%2C-1%2C2%3B-2%2C1%2C2")
print(res.status_code, res.text)Security scan
No findings
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Recent checks
| When | Result | HTTP | Time | Price |
|---|---|---|---|---|
| 9 h ago | Passed | 402 | 514 ms | $0.02 |
| 21 h ago | Expected HTTP 402, got 530 | 530 | 140 ms | - |
| 33 h ago | Passed | 402 | 549 ms | $0.02 |
| 45 h ago | Expected HTTP 402, got 530 | 530 | 124 ms | - |
| 2 days ago | Passed | 402 | 487 ms | $0.02 |
Show 10 older checks
| 3 days ago | Passed | 402 | 642 ms | $0.02 |
| 3 days ago | Passed | 402 | 534 ms | $0.02 |
| 5 days ago | Expected HTTP 402, got 530 | 530 | 81 ms | - |
| 5 days ago | Expected HTTP 402, got 530 | 530 | 199 ms | - |
| 5 days ago | Expected HTTP 402, got 530 | 530 | 167 ms | - |
| 5 days ago | Passed | 402 | 503 ms | $0.02 |
| 5 days ago | Passed | 402 | 499 ms | $0.02 |
| 6 days ago | Passed | 402 | 506 ms | $0.02 |
| 6 days ago | Passed | 402 | 528 ms | $0.02 |
| 6 days ago | Passed | 402 | 533 ms | $0.02 |