Knowledge Graph Results

Knowledge graph contains general info (if provided by google) about the term that you searched for. You can find this information in the knowledge_graph property.

Knowledge Graph Results examples

Results For q:"bitcoin"

Knowledge Graph Results example
GET external-link
https://serpapi.webscrapingapi.com/v1?engine=google&api_key=YOUR_API_KEY&q=bitcoin
Code to integrate
external-link
Response Example external-link
{
    ...
    "knowledge_graph": {
        "title": "Bitcoin",
        "type": "Currency",
        "header_images": [
        {
            "link": null,
            "google_link": "/search?q=bitcoin&tbm=isch&source=iu&ictx=1&fir=_7GeN5SstilCAM%252CoQPW0yRiIH1yzM%252C%252Fm%252F05p0rrx&vet=1&usg=AI4_-kRdsCux_Ymxh89btcfbrAt40QfcOw&sa=X&ved=2ahUKEwiinvTWg5ryAhUJF1kFHYDwCIIQ_B16BAg1EAE#imgrc=_7GeN5SstilCAM",
            "image": 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"
        },
        {
            "link": null,
            "google_link": "/search?q=bitcoin&tbm=isch&source=iu&ictx=1&fir=DyIXPaRPPS-AfM%252C_Cm4Ib_bKvTQJM%252C_&vet=1&usg=AI4_-kSY_Z4w6-XquM8YZkAr_hRkbhl2Mg&sa=X&ved=2ahUKEwiinvTWg5ryAhUJF1kFHYDwCIIQ_h16BAg8EAE#imgrc=DyIXPaRPPS-AfM",
            "image": 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"
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"
        }
    ],
    ...
}