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NEW QUESTION: 1
As shown in the following figure, a city will install the camera (2 per school) in a number of schools (yellow dot in the figure), the camera does not support wireless capabilities, and only one network port, the scene without switches, customers want to through WLAN return the data to the Main C4 location (red mark) in the figure, and the red line is separated by 3km.
According to each camera needs 2Mbps bandwidth calculation, it has line of sight from school gate to Main C4, which of the following schemes can meet the above needs? (Multiple choice)

A. Each school deployed two AP8130DN (with external antenna)
B. Each school deployed two AP6610DN (with external antenna)
C. Each school deployed an AT815SN and an AP6510DN (with an external antenna)
D. Each school deployed an AT815SN and an AP8030DN (with built-in antenna)
E. Each school deployed two AP6510 (with external antenna)
Answer: A,C

NEW QUESTION: 2
Company T needs to update its forecast for the remaining 9 months of the financial year to comply with its bank financing convenants. There is a debate between the manufacturing department, which wants to replace some large equipment within the next six months, and the finance function, which wants to ensure that sufficient reserves have built up to fund the purchase outright rather than exploring further financing options.
Which conflicting factors are the two departments debating?
Select ALL that apply.
A. Capital expenditure
B. Short term
C. Long term
D. Independence
E. Revenue expenditure
Answer: B,C

NEW QUESTION: 3
A drawer contains four pairs of socks: two gray pairs and two blue pairs. If two pairs are selected at random, what is the probability of choosing a blue pair and a gray pair?

A. Option B
B. Option D
C. Option C
D. Option A
E. Option E
Answer: D
Explanation:
Explanation/Reference:
Explanation:
There are six possible two-pair combinations: (B1-B2), (B1-G1), (B1-G2), (B2-G1), (B2-G2), (G1-2). Since

four of the six combinations involve removing one blue pair and one gray pair, the probability is

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