{"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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