Answer: 2. A version older than Excel 2016 was used to create the workbook .
Explanation: The compatibility mode appears whenever a workbook initially prepared using an excel software version which is older than the excel software which is used in opening the file or workbook. The compatibility mode is displayed due to the difference in software version where the original version used in preparing the workbook is older than the version used in opening the workbook. With compatibility mode displayed, new features won't be applied on the document.
Answer:
Preventive control is not a classification that can be applied to security controls.
Explanation:
At the most basic level, we should protect resources and assets that are of value to an organization by mitigating the risk to those assets and resources. Security controls include any type of policy, technique, procedure, or solution that help mitigate risks. There are models that define security control objectives and are classified by control type and by function
By Control Type
- Physical control: Anything that can be touched and can be used to detect and prevent unauthorized access from adversaries and threat actors. Examples include CCTV, electric fences, Biometrics
- Technical controls: Examples include firewalls, AMSI solutions, IDSs and IPSs that help protect an organization’s resources and assets. They can be both hardware and software solutions.
- Administrative controls: These are the overall design of the protocols or guidelines that define business needs based upon the organization’s security goals that help implement a secure environment. Things like staff awareness and training are among the examples of administrative controls.
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Answer:
word = input('Enter a single word: ', 's');
n = length(word);
nodupWord = [];
for i = 1:n
dup = false;
c = word(i);
for j = 1:i-1
if word(j) == c
dup = true;
break;
end
end
if ~dup
nodupWord = [nodupWord, c]; %add the non-duplicate char to end
end
end
disp(['Adjusted word: ', nodupWord])
Explanation:
The code is in Python.
Answer:
Gonna be smart. This took me a long time.
Explanation:
Result Standard Deviation, σ: 1.3726971700492
Count, N: 11
Sum, Σx: 105
Mean, μ: 9.5454545454545
Variance, σ2: 1.8842975206612
Steps
σ2 = Σ(xi - μ)2
N= (12 - 9.5454545454545)2 + ... + (11 - 9.5454545454545)2
11
=
20.727272727273
11
= 1.8842975206612
σ = √1.8842975206612
= 1.3726971700492
In simple words. A.