{"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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