{"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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