Answer: behavioral
Explanation: The tendency in an individual that make him behave in a certain way in a particular situation is called the behavioral component of his attitude. It depicts the intention of a person.
In the given case, Kimberley wants to inform her subordinate what she has not achieved and also advice her how she can improve. This shows that she has a developing instinct and leadership quality in her.
Thus, from the above we can conclude that the correct option is D.
Answer:
Explanation:
The multiplier is calculated by two marginal decisions by firms and individuals. A firm can decide whether to save the revenue or to consume it, therefore there is marginal propensity to consume and marginal propensity to save as options for both firms and individuals. Therefore, the size of the multiplier which is applied to a change in AD is dependent upon size of the marginal propensity to consume and marginal propensity to save.
I guess the correct answer is making an observation
Making an observation requires you to use your senses to obtain information
The coupon payments would be made twice every year.
What is coupon payment?
Coupon payment means the cash amount that bondholders would receive from the university(bond issuer) on periodic basis till the bond matures, it is likely that the coupons are payable semiannually or annually as would be determined in this analysis.
The coupon payment is closely related with the coupon rate , which means that in order to determine the number of times in a year that coupons will be paid we can make use of the coupon received, the par value, the coupon rate, such that the frequency of coupon payments would be the unknown as shown below:
coupon receipt=par value*coupon rate/coupon frequency
coupon receipt=$110.25
par value=$5000
coupon rate=4.41%
coupon frequency=unknown(assume it is X)
$110.25=$5,000*4.41%/X
$110.25=$220.50/X
X=$220.50/$110.25
X=2
Coupons would be twice every year, which means semiannual coupon payments
Read more on coupon frequency on:brainly.com/question/16748047
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