{"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":"53616c7465645f5f9b1a3787354fad8070229c77a471f5f4d011bcd004a51c3e74ef222a591ba002b06531687ca4948420d10facd6e29d4bf50d9618b0c4aab2c90ffe1d0835b27feb63a806789b598103ac4bb90298b99ff909e14f67520a817a6045ea0ce448907bea9804c450b5d02808ec9e8126d9f2e73d8b0b50adebeff88b3d17637e49079b782cd856989b5af8dff7023aa430e161780cbc0e708dce3616ea2c6a75e11d57274a673e6ba451464b3f627a83de89db55ebb3c5d3d47e8bebb5bbb7caeb7a3208dc9f0e1593fcc7eba53d48814f5bfdecc0d17051d81d846c04d73c74376f9e83409efaf53c52f8887be3a2e8e87d2a776921fda0b8be"}

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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