Hello
the answer is a
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Answer:
[ -0.13, -0.15 ] ( D )
Explanation:
Given data :
sample size ( n ) = 50
Independent variable ( p ) = 1
<u>determine the confidence interval for the slope </u>
Df ( degree of freedom ) = n - p - 1 = ( 50 - 1 - 1 ) = 48
b ( estimated slope ) = -0.23
Standard error of slope = 0.04
confidence interval = 95%
For confidence interval of 95% and Df of 48 ; critical value ( t ) = 2.011
∴ Confidence interval
= -0.23 ± ( 2.011 * 0.04)
= -0.23 ± 0.08044
= [ -0.13, -0.15 ]
The correct answer is True. When ownership of the items passes to the customer, revenue is realised. In addition to the requirements for determining when control transfers, a reporting entity must also satisfy certain additional requirements for a customer to have achieved control in a bill-and-hold arrangement.
A bill and hold sales arrangement allows for payment in advance of the item's delivery. This is a sales agreement when a product seller invoices a consumer up front but doesn't actually ship the thing until later.
In a bill and hold transaction, the vendor does not deliver the purchased goods to the customer, but the associated income is still recorded. Under this structure, revenue cannot be recognised until a number of severe requirements have been satisfied. The possibility of falsely recognising revenue too early exists otherwise.
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The main political and economic risks which ABB <em>must deal with</em> given that it has a strong focus on <em>entering emerging economies </em>is:
- The stability of the national government
According to the given question, we are asked to state the main political and economic risks which ABB <em>must deal with</em> given that it has a strong focus on <em>entering emerging economies.</em>
As a result of this, we can see that when a company or an organisation wants to do business in a new and emerging economy in a county, the major political and economic risks which they have to consider is the stability of the national government so that their business would not be suddenly affected by government policies or wars.
Read more about national government here:
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