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    You are considering a portfolio only of long positions not involving leverage and have the following information:
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    2 |18% | 64 | R1,3 = 0.2 3 |24% | 400 | R2,3 = -1.0
    Consider a portfolio consisting of only Stock 2 and 3. Choose the correct statement:
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    C. with weights of 0.5 and 0.5 in each stock, the risk of the portfolio will necessarily be reduced to zero because of the -1.0 correlation coefficient.
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      NEW QUESTION: 3
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      Stock | Expected Return | Variance | Correlation1 |15% | 100 | R1,2 = 0.6
      2 |18% | 64 | R1,3 = 0.2 3 |24% | 400 | R2,3 = -1.0
      Consider a portfolio consisting of only Stock 2 and 3. Choose the correct statement:
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      C. with weights of 0.5 and 0.5 in each stock, the risk of the portfolio will necessarily be reduced to zero because of the -1.0 correlation coefficient.
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      NEW QUESTION: 4
      An application has a high availability requirement and is implemented with two local partitioned POWER8 servers and one remote partitioned POWER8 server. One local server runs production and replicates data to the backup local server. The backup local server replicates data to backup remote server.
      What is the minimum number of HMCs required to support the sites?
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    You are considering a portfolio only of long positions not involving leverage and have the following information:
    Stock | Expected Return | Variance | Correlation1 |15% | 100 | R1,2 = 0.6
    2 |18% | 64 | R1,3 = 0.2 3 |24% | 400 | R2,3 = -1.0
    Consider a portfolio consisting of only Stock 2 and 3. Choose the correct statement:
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    B. the risk of this portfolio could be zero under the right circumstances.
    C. with weights of 0.5 and 0.5 in each stock, the risk of the portfolio will necessarily be reduced to zero because of the -1.0 correlation coefficient.
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    Explanation:
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    NEW QUESTION: 4
    An application has a high availability requirement and is implemented with two local partitioned POWER8 servers and one remote partitioned POWER8 server. One local server runs production and replicates data to the backup local server. The backup local server replicates data to backup remote server.
    What is the minimum number of HMCs required to support the sites?
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    What should you include in the solutions? To answer, select the appropriate options in the answer area.
    NOTE: Each correct selection is worth one point.

    Answer:
    Explanation:

    Explanation

    Resource to create in Azure: Dependency Agent
    The Map feature in Azure Monitor for VMs gets its data from the Microsoft Dependency agent. The Dependency agent relies on the Log Analytics agent for its connection to Log Analytics. So your system must have the Log Analytics agent installed and configured with the Dependency agent.
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    * Configuration to perform on the virtual machines: Enable Virtual Machine Scale Set
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    * Enable two or more Azure VMs and virtual machine scale sets by using Azure Policy. This method ensures that on existing and new VMs and scale sets, the required dependencies are installed and properly configured. Noncompliant VMs and scale sets are reported, so you can decide whether to enable them and to remediate them.
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    References:
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    B. the risk of this portfolio could be zero under the right circumstances.
    C. with weights of 0.5 and 0.5 in each stock, the risk of the portfolio will necessarily be reduced to zero because of the -1.0 correlation coefficient.
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    An application has a high availability requirement and is implemented with two local partitioned POWER8 servers and one remote partitioned POWER8 server. One local server runs production and replicates data to the backup local server. The backup local server replicates data to backup remote server.
    What is the minimum number of HMCs required to support the sites?
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    2 |18% | 64 | R1,3 = 0.2 3 |24% | 400 | R2,3 = -1.0
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    B. the risk of this portfolio could be zero under the right circumstances.
    C. with weights of 0.5 and 0.5 in each stock, the risk of the portfolio will necessarily be reduced to zero because of the -1.0 correlation coefficient.
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    B. the risk of this portfolio could be zero under the right circumstances.
    C. with weights of 0.5 and 0.5 in each stock, the risk of the portfolio will necessarily be reduced to zero because of the -1.0 correlation coefficient.
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