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NEW QUESTION: 1
What action is an unintentional human threat?
A. Social engineering
B. Theft of a laptop
C. Arson
D. Incorrect use of fire extinguishing equipment
Answer: D
Explanation:
Explanation/Reference:

NEW QUESTION: 2
The developer is presented with a component "Component A" which inherits from a component "Component B".
The dialog of Component A on path ../cq:dialog/../../items looks like:
+ align
- jcr:primaryType="nt:unstructured"
- sling:resourceType="granite/ui/components/coral/foundation/form/select"
- fieldLabel="Align Text"
- name="./align"
The dialog of Component B on path ../cq:dialog/../../items looks like:
+ title
- jcr:primaryType="nt:unstructured"
- sling:resourceType="granite/ui/components/coral/foundation/form/textarea"
- fieldLabel="Title"
- name="./title"
+ description
- jcr:primaryType="nt:unstructured"
- sling:resourceType="granite/ui/components/coral/foundation/form/textarea"
- fieldLabel="Description"
- name="./description"
The requirement for the dialog is that the *Align Text* field is shown after the *Title* field.
What should the developer do without changing Component B?
A. Move all the nodes under the item node from Component B to Component A and order them according the requirements.
B. Extend Component B with the functionality of Component A
C. Move the align node from Component A to Component B and order them according the requirements.
D. Add the property sling:orderBefore="description" to the align node.
Answer: D

NEW QUESTION: 3
An investment gained an interest payment of $250 each month when the annual interest rate was 8%, how much more should we invest annually if we want to gain 12% more per month with a new annual interest rate of 7.5% ?
A. $7,300
B. $9,360
C. $7,150
D. $9,100
E. $8,250
Answer: A
Explanation:
Explanation/Reference:
Explanation:
The new monthly payment should be 1.12 x $250 = $280. Now we'll proceed with the formula:
Principal × percent interest = interest earned
Solve for the principal for the 9% interest: (250 × 12)/.08= $37,500, this is what we invested before.
Solve for the principal for the 6.5% interest: (280 × 12)/.075= $44,800, this is what we should invest with the new interest. (44800 - 37500 = $7,300) is the amount to be added to the prime payment.