Specifically the fundamental security design principle applies to the control recommendations of the fundamental security principle.
These principles are developed while keeping in mind the security systems and to prevent damages and flaws. and unwanted access to the system.They are designed by security agencies and homeland security.
Fundamental security has several principles that are implemented in the software which control certain recommendations in the design itself, which is easy to update and modify the security patterns and specific tasks. These works both in hardware and software applications.
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Answer:
D. Zeta prevails, but only if the assignment is signed and in writing
Explanation:
Zeta prevails but only if the assignment is in writing and is signed.
If the assignment is express thereby and is signed by the parties in contract , then zeta can demand the amount from willy. Without any written consent and permission , willy cannot enforce the payment to zeta.
This is the best option in this case .
Answer: The change will be $400 billion.
Explanation: The marginal propensity to consume (MPC) is used to explain that increase in consumption is as a result of increase in income.
To calculate how much the equilibrium real GDP will change:
STEP1: CALCULATE THE MULTIPLIERS
multipliers = 1 ÷ (1 - MPC)
Where MPC = 0.
Therefore;
Multipliers = 1 ÷ (1 - 0.5) = 1 ÷ 0.5
Multipliers = 2
STEP 2: CALCULATE HOW MUCH THE EQUILIBRIUM REAL GDP WILL CHANGE;
Multipliers × change in consumption spending
2 × $200 billion = $400 billion
Equilibrium real GDP will change with $400 billion
Answer: D) buyers would scramble to get all available widgets.
Explanation:
The law of demand states that more quantity is demanded at a lower price, therefore if producers move prices from P3 to P1 there would be an increase in quantity of widgets demanded. Buyers would scramble to get all available widgets wich will create a shortage in the market
Answer:
1. T=19.5n+91.75, where n<70
2. T=15n+45, where n≥70
Explanation:
1. The first linear function can be expressed as;
Total cost of catering services=(Cost per person×number of people, n)+Service charge
where;
Total cost of catering services=T
Cost per person=$19.50
Number of people=n
Service charge=$91.75
Replacing;
T=(19.5×n)+91.75
T=19.5n+91.75
The first equation: T=19.5n+91.75, where n<70
2. The second linear function can be expressed as;
Total cost of catering services=(Cost per person×number of people, n)+Service charge
where;
Total cost of catering services=T
Cost per person=$15
Number of people=n
Service charge=$45
Replacing;
T=(15×n)+45
T=15n+45
The second equation: T=15n+45, where n≥70