Answer: Information Technology
Explanation:
The employee role is directly accountable to ensure that employees are implementing security policies consistently is the information technology staff.
Such individual implements and also maintains security policies, procedures, and standards. The Information Technology staff gives the necessary mechanisms that will be required to enhance the security program.
Answer:
$2,271.50
Explanation:
Future value of annuity=Annuity[(1+rate)^time period-1]/rate
57,000=Annuity[(1.079)^10-1]/0.079
57,000=Annuity[(1.079)^9]/0.079
57,000=Annuity * 1.9824/0.079
57,000=Annuity * 25.093671
Annuity=57,000/25.093671
Annuity = 2271.489094
Annuity = $2,271.50 appr.
Answer:
-$ 540
Explanation:
Put Option - provides right to sell share at exercise price on expiry.
As it is an Right not Obligation, Thus, buyer will exercise the right only if he is gaining at expiry and he will gain only if exercise price is higher than spot price at expiry
In this case Exercise Price ($ 35) is lower than the spot price ( $ 36.25) at expiry. Thus he will not execrise the option.
He will lose all what he spend in buying option that is $ 1.35 per share
Thus,
Net profit or loss on this investment = 4 Options * 100 Shares each * Loss of $ 1.35 per Share
Net profit or loss on this investment = 4 * 100 * (-1.35)
Net profit or loss on this investment = -$ 540
Answer:
Taylor can withdrawn 1,374.20 dollars each month
Explanation:
Timeline:
deposits of 444 for 20 years = withdrawals of X for 15 years
<-----/-/-/-/-/-/-/-/-/-/-/-/-/-/-/-/-/---\\-\-\-\-\-\-\-\-\-\-\-\->
We must calcualte amount to satisfy:
future value of his deposits = present value of his withdrawals
We first need to get the future value of the retirement account
and then the PMT this fund can do.
<u>deposits future value:</u>
C $ 444
time 240 (20 years x 12 months er year)
rate 0.003333333 ( 0.04 annual rate / 12 months = monthly rate)
FV $162,847.9340
<u>withdrawals PMT:</u>
PV $162,847.93
time 180
rate 0.005
C $ 1,374.203
Answer:
6,440 units
Explanation:
Smith's break-even point is: 6,440 units