{"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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