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NEW QUESTION: 1
Refer to the exhibit.

Which login credentials are required when connecting to the console port in this output?
A. username cisco with password cisco
B. login authentication default
C. no username with password linepass
D. none required
Answer: D

NEW QUESTION: 2
Which Palo Alto Networks VM-Series firewall is supported for VMware NSX?
A. VM-100
B. VM-300
C. VM-1000-HV
D. VM-200
Answer: C
Explanation:
Explanation/Reference:
Licenses for the VM-Series NSX Edition Firewall
In order to automate the provisioning and licensing of the VM-Series NSX Edition firewall in the VMware integrated NSX solution, two license bundles are available:
* One bundle includes the VM-Series capacity license (VM-1000-HV only), Threat Prevention license and a premium support entitlement.
* Another bundle includes the VM-Series capacity license (VM-1000-HV only) with the complete suite of licenses that include Threat Prevention, GlobalProtect, WildFire, PAN-DB URL Filtering, and a premium support entitlement.
References: https://www.paloaltonetworks.com/documentation/70/virtualization/virtualization/about-the-vm- series-firewall/license-types-vm-series-firewalls.html

NEW QUESTION: 3
Under frost-free conditions, Cal Cultivators expects its strawberry crop to have a $60,000 market value.
An unprotected crop subject to frost has an expected market value of $40,000. If Cal protects the
strawberries against frost, then the market value of the crop is still expected to be $60,000 under frostfree
conditions and $90,000 if there is a frost. What must be the probability of a frost for Cal to be indifferent to
spending $10,000 for frost protection?
A. .200
B. .167
C. .250
D. .333
Answer: A
Explanation:
Choice "b" is correct. If there is no frost, then there is no difference between Cal's income with or without
the insurance-the crop is worth $60,000 either way. However, if the insurance is purchased and a frost
occurs, Cal earns $50,000 more with insurance ($90,000 $40,000) than he would without the insurance.
The expected value of having the insurance is therefore:
Probability of frost x $50,000 + Probability of no frost x $0
Cal will be indifferent to spending $10,000 for frost protection when the expected value of the insurance
equals the cost of the insurance:
Probability of frost x $50,000 = $10,000
Probability = 20%
Choices "a", "c", and "d" are incorrect based on the above Explanation:.