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NEW QUESTION: 1
To follow the Layer 2 switching guidelines, a network engineer decides to create a separate spanning tree for every group of 10 VLANs. Which version of spanning tree is appropriate to meet the company policy?
NEW QUESTION: 2
You are designing an Azure Batch Al solution that will be used to train many different Azure Machine Learning models. The solution will perform the following:
* Image recognition
* Deep learning that uses convolutional neural networks
You need to select a compute infrastructure for each model. The solution must minimize the processing time.
What should you use for each model? To answer, drag the appropriate compute infrastructures to the correct models. Each compute infrastructure may be used once, more than once, or not at all. You may need to drag the split bar between panes or scroll to view content.
NOTE: Each correct selection is worth one point.
NEW QUESTION: 3
A customer has been creating LPARs on a new POWER8 system.
After successfully activating the first 10 LPARs, the customer notices that the available
RAM on physical machine reported by the HMC has reduced more than the sum of the memory currently allocated to the activated LPARs.
The Customer appreciates there will be a memory overhead for each activated LPAR, but the overhead appears more than expected.
Which LPAR attribute is the likely cause for the excess in memory consumption?
A. Active memory expansion factor
B. Maximum Virtual Adapters
C. Maximum pages
D. Maximum memory
NEW QUESTION: 4
A customer asks the clerk for a paintbrush and a bucket of whitewash for a total price of B dollars. If the paintbrush costs 200 cents less than twice the price of a bucket of whitewash, what is the price of half a bucket of whitewash in dollars?
A. (B + 200)/2.
B. (B + 2)/3.
C. (B + 2)/6.
D. (2B + 200)/3.
E. (B + 2)/6.
Define W as the price of the bucket of whitewash and P as the price of a paintbrush.
You can write the following equations: P + W = B and P = 2W - 2.
Notice that 200 cents are translated into 2 dollars.
From the equations we can conclude that W = (B + 2)/3.
Therefore the price of half a bucket is (B + 2)/6.