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NEW QUESTION: 1
Within MLA, what is the relationship between applications, privileges, and roles?
A. Application resources are assigned to roles, and privileges are assigned to applications.
B. Privileges and application resources are applied to roles.
C. Applications are associated with groups. Roles and privileges are assigned to applications.
D. Users are assigned privileges, which are associated with groups, which, in turn, contain roles and applications.
Answer: A
NEW QUESTION: 2
You administer an SRX5600 to which several customer networks are attached. Each customer network terminates in a virtual routing-instance. You have been asked to direct traffic sourced from a specific prefix in one routing-instance to another routing-instance.
The affected traffic enters the SRX5600 on one physical interface.
Which method can accomplish this objective?
A. Use a security policy on the zone to forward traffic to the other routing-instance.
B. Use a routing policy on the interface to forward traffic to the other routing-instance.
C. Use a stateless firewall on the interface to forward traffic to the other routing-instance.
D. Use a forwarding rule on the interface to forward traffic to the other routing-instance.
Answer: C
Explanation:
You configure firewall filter to match source address and then forward matched traffic to needed routing-instance.
Reference: O'Reilly. Junos Security. Rob Cameron, Brad Woodberg, Patricio Giecco, Tim
Eberhard, James Quinn, August 2010, p. 694
NEW QUESTION: 3
Which statement is true regarding securing
connection using MACsec?
A. Switch uses session keys to calculate decrypted packet ICV value for the frame integrity check
B. It provides network layer encryption on a wireless network
C. It is implemented after a successful MAB authentication of supplicant
D. Switch configured for MACSec can only accept MACSec frames from the MACSec client
E. ISAKMP protocol is used to manage MACSec encryption keys
F. It secures connection between two supplicant clients
Answer: A
NEW QUESTION: 4
The joint probability of three events is given as 35%. Their individual probabilities are 50%, 60%, and
8 0%. What should be their joint probability if they are independent?
A. 35%
B. 24%
C. 63.3%
Answer: B
Explanation:
For the events to be independent, their joint probability should equal the product of their individual probabilities = 0.50 x 0.60 x 0.80 = 0.24, or 24%. Since this is different from 35%, the events are not independent.
