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NEW QUESTION: 1
You are tasked with developing an application that requires the use of Oracle Cloud Infrastructure (OCI) APIs to POST messages to a stream in the OCI Streaming service.
Which statement is incorrect?
A. An HTTP 401 will be returned if the client's clock is skewed more than 5 minutes from the server's.
B. The request must include an authorization signing string including (but not limited to) x-content-sha256, content-type, and content-length headers.
C. The request does not require an Authorization header.
D. The Content-Type header must be Set to application/j son
Answer: B
Explanation:
Explanation
Emits messages to a stream. There's no limit to the number of messages in a request, but the total size of a message or request must be 1 MiB or less. The service calculates the partition ID from the message key and stores messages that share a key on the same partition. If a message does not contain a key or if the key is null, the service generates a message key for you. The partition ID cannot be passed as a parameter.
POST /20180418/streams/<streamId>/messages
Host: streaming-api.us-phoenix-1.oraclecloud.com
<authorization and other headers>
{
"messages":
{
{
"key": null,
"value": "VGhlIHF1aWNrIGJyb3duIGZveCBqdW1wZWQgb3ZlciB0aGUgbGF6eSBkb2cu"
},
{
"key": null,
"value": "UGFjayBteSBib3ggd2l0aCBmaXZlIGRvemVuIGxpcXVvciBqdWdzLg=="
}
}
}
https://docs.cloud.oracle.com/en-us/iaas/api/#/en/streaming/20180418/Message/PutMessages

NEW QUESTION: 2
A borrower defaults on a secured loan of Rs. 50,000. The underlying security is worth Rs. 60,000. Which of the following is true? "
A. "The excess of Rs. 10,000 has to be shared equally between the bank and the borrower."
B. "Bank can retain the entire Rs. 60,000"
C. Bank cannot sell the underlying security because its value is higher than loan.
D. "Bank can retain Rs. 50,000. Balance Rs. 10,000 has to be paid to the borrower."
Answer: D

NEW QUESTION: 3
You do a Student's t-test to compare the average test scores of sample groups from populations A and B.
Group A averaged 10 points higher than group B You find that this difference is significant, with a p-value of 0.03. What does that mean?
A. There is a 97% chance that a sample group from population A will score 10 points higher that a sample group from population B.
B. The difference in scores between a sample from population A and a sample from population B will tend to be within 3% of 10 points.
C. There is a 3% chance that you have identified a difference between the populations when in reality there is none.
D. There is a 3% chance that a sample group from population A will score 10 points higher that a sample group from population B.
Answer: C