* 기술문의 안내
- 에듀이노에서는 판매중인 제품에 한정하여 기술문의 답변을 제공하고 있습니다.
- 입점사 제품 관련 문의경우, 제조사를 통해 답변을 제공하기 때문에 제조사의 사정에 따라 약 2~3일정도의 시간이 소요될 수 있습니다.
- 정확한 답변을 위해서, 사용환경에 대한 이미지 또는 영상을 함께 첨부해 주시면 정확한 답변을 제공하는데 도움이 됩니다.
(텍스트로만 이루어진 기술문의는, 정확한 원인 파악이 어려워 답변이 잘못되거나, 늦어질 수 있습니다.)
[제품 또는 키트명]
-ㅍ
초음파 센서 구매링크에 있는 예제를 돌렸더니 결과값이 이렇게 나옵니다 왜 그런가요??
[기술문의 내용]
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)
코드가 업로드된 상태를 다시확인해주시기 바라며, 시리얼모니터 사용시 보드레이트는 코드에서는 9600으로되어 있는데 첨부된
이미지는 115200입니다. 테스트 환경을 다시한번 확인 후 테스트 해보시기 바랍니다.