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NEW QUESTION: 1
You have a resource group named RG1. RG1 contains an Azure Storage account named storageaccount1 and a virtual machine named VM1 that runs Windows Server 2016. Storageaccount1 contains the disk files for VM1. You apply a ReadOnly lock to RG1.
What can you do from the Azure portal?
A. Start VM1.
B. View the keys of storageaccount1.
C. Upload a blob to storageaccount1.
D. Generate an automation script for RG1.
Answer: C
Explanation:
Explanation
Applying locks can lead to unexpected results because some operations that don't seem to modify the resource actually require actions that are blocked by the lock. Locks are inherited to all of its resources if it applies on resource group level.
Upload a blob to storageaccount1 is possible if we have readonly lock on RG1 since we are trying to modify the data not resource properties.
When a R/O lock is put on a resource, you lock it's properties not the resource. So while a read only lock is present on a storage account(inherited from a resource group), a file can still be uploaded to the already existing container of a storage account.

NEW QUESTION: 2
This question requires that you evaluate the underlined text to determine if it is correct.
You should use an int data type to store the numeric value 3,000,000,000 (3 billion) so that the least amount of memory is used.
Review the underlined text. If it makes the statement correct select "No change is needed." If the statement is incorrect, select the answer choice that makes the statement correct.
A. No change is needed.
B. a byte
C. a long
D. a short
Answer: A

NEW QUESTION: 3
A 5.25% coupon Treasury security with one year left to maturity is selling for 101.75, and a two-year
5 .45% coupon Treasury security is selling at a discount of 0.40% from par. Assume annual discounting.
The spot rate for the second year is
A. 5.45%
B. 5.73%
C. 5.67%
Answer: B
Explanation:
The first year spot rate is computed first from the 1-year bond. FV = 105.25; N = 1; PV =
-101.75; CPT I/Y = 3.44%
It is then used in the valuation of the 2-year bond, without the forward rate. 99.60 = 5.45/(1.0344) + 105.45/(1 + s2)2 s2 = [105.45 / (99.60 - 5.45/1.0344)]1/2 - 1= 0.0573, or 5.73%