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Exam Code: PEGACPCSD23V1
Exam Name: Certified Pega Customer Service Developer 23
Vendor: Pegasystems

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NEW QUESTION: 1
Can you perform field updates on an object related to a rule.
A. Yes
B. No
Answer: A

NEW QUESTION: 2
Refer to the exhibit.

Which statement about the device routing table is true?
A. Networks 10.10.10.0/24 and smaller from any host are in the routing table.
B. Only network 10.10.10.0/24 from host 192.168.168.1 is in the routing table.
C. Only networks 10.10.10.0/24 and larger from host 192.168.168.1 are in the routing table.
D. Only networks 10.10.10.0/24 and smaller from host 192.168.168.1 are in the routing table.
Answer: D
Explanation:
When you add the keywords "GE" and "LE" to the prefix-list, the "len" value changes its meaning.
When using GE and LE, the len value specifies how many bits of the prefix you are checking,
starting with the most significant bit.
ip prefix-list LIST permit 1.2.3.0/24 le 32
This means:Check the first 24 bits of the prefix 1.2.3.0The subnet mask must be less than or equal
to 32
ReferencE. http://blog.ine.com/2007/12/26/how-do-prefix-lists-work/

NEW QUESTION: 3
Which two spatial predicates return all the cities that are located in a given county?
A. SDO_INSIDE (county_geom, city_geom) = 'TRUE'
B. SDO_CONTAINS (city_geom, county_geom) = 'TRUE'
C. SDO_ANYINTERACT (city_geom, county_geom) = 'TRUE'
D. SDO_ANYINTERACT (county_geom, city_geom) = 'TRUE'
Answer: A,B
Explanation:
Explanation/Reference:
A: Format: SDO_CONTAINS(geometry1, geometry2);
Checks if any geometries in a table have the CONTAINS topological relationship with a specified geometry.
The expression SDO_CONTAINS(geometry1,geometry2) = 'TRUE' evaluates to TRUE for object pairs that have the CONTAINS topological relationship, and FALSE otherwise.
B: Format: SDO_INSIDE(geometry1, geometry2);
Checks if any geometries in a table have the INSIDE topological relationship with a specified geometry.
The expression SDO_INSIDE(geometry1,geometry2) = 'TRUE' evaluates to TRUE for object pairs that have the INSIDE topological relationship, and FALSE otherwise.
Note: Some topological relationships
CONTAINS: The interior and boundary of one object is completely contained in the interior of the other object.
INSIDE: The opposite of CONTAINS. A INSIDE B implies B CONTAINS A.
ANYINTERACT: The objects are non-disjoint.
DISJOINT: The boundaries and interiors do not intersect.
Figure of Topological Relationships

References:
https://docs.oracle.com/database/121/SPATL/spatial-relationships-and-filtering.htm#SPATL460
https://docs.oracle.com/database/121/SPATL/sdo_inside.htm#SPATL1029


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