Table indicating application of each transaction on the bank reconciliation statement.
<h3>Bank reconciliation statement </h3>
Item Bank Balance Cash Book Balance Shown/Not shown
1. N/A Deduct Shown
2. N/A Add Shown
3. N/A N/A Not Shown
4. Add N/A Shown
5. N/A Deduct Shown
6. N/A N/A Not Shown
7. N/A Deduct Shown
8. N/A Add Shown
9. N/A N/A Not Shown
10. Deduct N/A Shown
11. Add N/A Shown
12. N/A Deduct Shown
N/A = not applicable
ADD= Add to the balance
Deduct =To deduct from the balances of the affected accounts
Shown/Not shown=Shown/Not shown on reconciliation
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Agree because christians believe it is what makes you christians and disagree because no matter if you get baptized or not you are always whatever religion you choose or what your parents choose
The option that is not a primary concern when it comes to business customers making purchasing decisions is satisfaction of needs through purchases.
<h3>What are some of the concerns of business customers in making purchase decisions?</h3>
When a person is said to be making purchasing decisions, business customers often considers:
- The price
- Product quality
- The service
- Supplier relationships.
Hence The option that is not a primary concern when it comes to business customers making purchasing decisions is satisfaction of needs through purchases because that is not their scope of duty.
See full question below
Which of the following is NOT a way that business and consumer markets differ?
A) market structure and demand
B) nature of the buying unit
C) satisfaction of needs through purchases
D) types of decisions
E) decision processe
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Answer:
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Explanation:
The given statement about the correlation between two variables is; False
<h3>Pearson's correlation coefficient </h3>
Pearson's correlation coefficient is the measure of linear correlation between two sets of data.
Pearson's r is always between the values of -1 and +1.
In that range, -1 denotes a perfect negative while +1 denotes a perfect positive relationship and 0 denotes the perfect absence of a relationship.
Finally, Pearson's r is symmetric and as such the correlation between two variables x and y must be the same as the correlation between y and x.
Thus, if the correlation between x and y is 0.8, then the correlation between y and x must be also 0.8 and not -0.8 as the question states.
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