{"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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