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Score Higher on Verified A00-405 | SAS Viya 3.5 Natural Language Processing and Computer Vision Exam Questions with Answers

Are you ready to take the SAS Viya 3.5 Natural Language Processing and Computer Vision? To learn A00-405 exam questions, smart security solutions, and move IT forward, you need the SAS Institute A00-405 Certification. Whether you're making security rules for the whole company or working on hard problems, SAS Institute makes sure you're ready for anything. Crack4sure offers study materials and practice problems covering the exam syllabus for SAS Institute Courses, including SAS Viya 3.5 Natural Language Processing and Computer Vision. Check for daily deals to get products that can help you pass.

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  • Exam Name: SAS Viya 3.5 Natural Language Processing and Computer Vision
  • Last Update: 05-Dec-2025
  • Questions and Answers: 60
  • Single Choice: 45 Q&A's
  • Multiple Choice: 4 Q&A's
  • Drag Drop: 2 Q&A's

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Questions came word by
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A00-405 Questions and Answers

Question # 1

Which is the correct syntax for using a previously defined LITI concept rule, ‘’Date_of_Diagnosis’’ in a category rule?

A.

(_tmac, " [Date_Of_Diagnosis} ")

B.

(AND, "{Date_Of_Diagnosis)"} ")

C.

(AND, "[Data_Off_Diagnosis]'} ")

D.

(_tmac, "{Date_Of_Diagnosis} ")

Question # 2

Refer to the exhibit.

A00-405 question answer

The pixel intensity values for the top left corner of a 224x224 grey scale image are provided in Exhibit A This image is provided as input to the convolutional filter (Exhibit B) with equal zero padding of size 2 on all sides

What is the first value in the feature map resulting from applying this filler (cross-correlation operation)?

A.

186

B.

0

C.

10 D. 97

Question # 3

Given the code to add a concatenation layer:

A00-405 question answer

Assume the output dimensions (width*depth):

• source layer A 100*100*5

• source layer B 100*100*5

• source layer C 100*100*3

What is the correct dimension of the output of this concatenation layer?

A.

100'100'13

B.

300'300'5

C.

100'100'18

D.

300'300'13

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