{"trackId":"588b2415e5bc2a239c7acc80","definitionVersion":0,"nearbyWords":["diagnosis","diagnoses","diagnostics","diagnostic","diagnosing","diagnosed","diagnose","diagnosable","diagnostician","diagnostically","dig","drag","dial","ding","dialog","dingy","drags","dirge","dingo","diary"],"usages":{"total":"9","results":[{"phrase":"I've never had a formal diagnosis, and I want to know if there is a test for it.","src":"abcnews.go.com","additionalProperties":{"additionalProperties":{"additionalProperties":{"additionalProperties":{}}}}},{"phrase":"While the Post-Dispatch is good on diagnosis, they are less strong on solutions.","src":"stltoday.com","additionalProperties":{"additionalProperties":{"additionalProperties":{"additionalProperties":{}}}}},{"phrase":"They got a diagnosis of ADHD when Jesse was 2 and soon saw developmental issues.","src":"sacbee.com","additionalProperties":{"additionalProperties":{"additionalProperties":{"additionalProperties":{}}}}},{"phrase":"Torres'discussion about his ADHD diagnosis and medication seemed more pertinent.","src":"sfgate.com","additionalProperties":{"additionalProperties":{"additionalProperties":{"additionalProperties":{}}}}},{"phrase":"Similarly, people may present with heart failure, and we don't have a diagnosis.","src":"abcnews.go.com","additionalProperties":{"additionalProperties":{"additionalProperties":{"additionalProperties":{}}}}},{"phrase":"The report highlights a need to address the problem of late diagnosis of cancer.","src":"sciencedaily.com","additionalProperties":{"additionalProperties":{"additionalProperties":{"additionalProperties":{}}}}},{"phrase":"I had similar symptoms in my 40s, and it took two years for the right diagnosis.","src":"stltoday.com","additionalProperties":{"additionalProperties":{"additionalProperties":{"additionalProperties":{}}}}},{"phrase":"Such late diagnosis compromises the effectiveness of therapy and rehabilitation.","src":"sciencedaily.com","additionalProperties":{"additionalProperties":{"additionalProperties":{"additionalProperties":{}}}}},{"phrase":"This study challenges Apple's initial diagnosis of the problem-a software error.","src":"theepochtimes.com","additionalProperties":{"additionalProperties":{"additionalProperties":{"additionalProperties":{}}}}}],"additionalProperties":{"additionalProperties":{"additionalProperties":{"totalResults":"13154","additionalProperties":{}}}}},"videoIds":"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"}

diagnosis

1449

Saylish enhances your English pronunciation skill.



Please select issueCLOSE
SUBMIT

Your recordingCLOSE

   or   DOWNLOAD
(*) Please click UPDATE LINK to resync your new records with the audio link.
Phonetic
Nearby words
Usages
I've never had a formal diagnosis, and I want to know if there is a test for it.
abcnews.go.com

While the Post-Dispatch is good on diagnosis, they are less strong on solutions.
stltoday.com

They got a diagnosis of ADHD when Jesse was 2 and soon saw developmental issues.
sacbee.com

Torres'discussion about his ADHD diagnosis and medication seemed more pertinent.
sfgate.com

Similarly, people may present with heart failure, and we don't have a diagnosis.
abcnews.go.com

The report highlights a need to address the problem of late diagnosis of cancer.
sciencedaily.com

I had similar symptoms in my 40s, and it took two years for the right diagnosis.
stltoday.com

Such late diagnosis compromises the effectiveness of therapy and rehabilitation.
sciencedaily.com

This study challenges Apple's initial diagnosis of the problem-a software error.
theepochtimes.com

Transcript
Words
    Sorry :( , there is no result for diagnosis

    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