The still-face interaction paradigm
<span>An experimental task was introduced in 1978 to prove that infants actively contribute to social interaction. It is called the Still-Face Paradigm or SFP.</span>
<span>In the experiment, 3 phases of face-to-face interaction of infants with an adult were tested: the normal interaction, the still-face (where the adult becomes unresponsive and maintains a neutral facial expression), and a reunion where the adult resumes normal interaction.</span>
<span>Indeed, the still-face paradigm showed effects like increased gaze aversion and less smiling. </span>
1. Choice (a) is correct. In a real-life labor union strikes, it usually begins with a notice of strike to be sent to an employer within 60 days known as the cooling-off period. Then, labor unions' strikes begin. If they feel that they are ignored by the employer, then picketing happens. Labor unions carry signs and other rally paraphernalia in the premises of the employer informing the public about their sentiments towards the employer. In this case, the employer will ask the labor union to reach an agreement through collective bargaining agreement.
2. Choice (a) is correct. The management has three tools to use in case of disagreement. These are an injunction, lockout, and hiring replacement workers. An injunction is a judicial order telling the person from doing so. A lockout is a temporary work stoppage or denial of employment. Hiring replacement workers simply mean looking for another competent worker that can do the job of the vacated position.
Answer:
Cash is credited for $89
Supplies Expense is debited for $40
Delivery Expense is debited for $49.
Explanation:
The journal entry is shown below:
Delivery expenses $49
Supplies expenses $49
To Cash $89
(Being the replenish of the account is recorded)
While recording this journal entry we debited the delivery expenses, supplies expenses and credited the cash account so that the proper posting could be done
Answer:
The annual cash flow will be $4,500.
Explanation:
Use following formula to calculate Annual Cash flow from Annuity.
Present value of annuity = annual cash flow ( 1 - ( 1 / ( 1 + rate of interest )^time period ) ) / rate of interest
PVA = C ( 1 - ( 1 / ( 1 + r )^t ) ) / r
$43,000 = C ( 1 - ( 1 / ( 1 + 0.0625)^15 ) ) / 0.0625
$43,000 = C x 9.5555
C = $43,000 / 9.5555
C = $4,500
So, the annual cash flow will be $4,500.
