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IBM Data and AI: Data and AI IBM AI Enterprise Workflow V1 Data Science Specialist

IBM AI Enterprise Workflow V1 Data Science Specialist

Last Update Feb 16, 2026
Total Questions : 62

To help you prepare for the C1000-059 IBM exam, we are offering free C1000-059 IBM exam questions. All you need to do is sign up, provide your details, and prepare with the free C1000-059 practice questions. Once you have done that, you will have access to the entire pool of IBM AI Enterprise Workflow V1 Data Science Specialist C1000-059 test questions which will help you better prepare for the exam. Additionally, you can also find a range of IBM AI Enterprise Workflow V1 Data Science Specialist resources online to help you better understand the topics covered on the exam, such as IBM AI Enterprise Workflow V1 Data Science Specialist C1000-059 video tutorials, blogs, study guides, and more. Additionally, you can also practice with realistic IBM C1000-059 exam simulations and get feedback on your progress. Finally, you can also share your progress with friends and family and get encouragement and support from them.

Questions 2

Which IBM Watson Machine Learning deployment method offers the ultimate flexibility in deploying a machine learning model?

Options:

A.  

Watson Machine Learning Python client

B.  

Watson Machine Learning FORTRAN client

C.  

Watson Studio Project

D.  

Watson Machine Learning REST API

Discussion 0
Questions 3

Select the three computing languages that IBM Cloud Object Storage SDK supports. (Choose three.)

Options:

A.  

Node.js

B.  

Java

C.  

PHP

D.  

Swift

E.  

Python

F.  

C/C++

Discussion 0
Questions 4

What is the best step by step order for machine learning pipeline?

Questions 4

Options:

Discussion 0
Questions 5

What is the goal of the backpropagation algorithm?

Options:

A.  

to randomize the trajectory of the neural network parameters during training

B.  

to smooth the gradient of the loss function in order to avoid getting trapped in small local minimas

C.  

to scale the gradient descent step in proportion to the gradient magnitude

D.  

to compute the gradient of the loss function with respect to the neural network parameters

Discussion 0
Andrew
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Damian Jan 7, 2026
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2026-01-21
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