Answer:
Correct answer:
d. Increase sales promotion
Explanation:
For Julie who owns the Little Debbie Snacks Cakes, in order for her to increase the market share of his company, there will be need for her to increase her sales promotion. <em>This would be through series of campaign which she could run like "Buy 2 get 1 FREE" or "A dozen order free delivery + gift" etc.</em>
Answer:
The correct answer is : Planned Investment Spending
Explanation:
This is the spending which business plans to commit to during a special period of time. It is related to the interest rate. It is done in order to gain capital goods or stock and they are used to speed up the movement of cash in a company. This investment is intended by firms
In this situation, when Helen Harrison creates an instrument
containing the words “pay jose sanchez” and her signature on it, she is
creating an endorsement. An endorsement <span>is defined to mean
"a signature (other than that of a maker, drawer or acceptor) that alone
or accompanied by other words, is made on an instrument for purpose of (i)
negotiating the instrument, (ii) restricting payment of the instrument, or
(iii) incurring endorser's liability on the instrument. This type of
endorsement is a Special endorsement in which it contains the signature of the
endorser along with words indicating to whom, or to whose order, the instrument
is payable.</span>
I do believe the correct answer is D
Answer : The p-value of 0.0743 is greater than alpha at 0.05; so we fail to reject the null hypothesis and conclude that there is no significant difference in the number of unique users before and after a change in policy.
In this question, the manager wants to know if the number of users has changed.
So, the null and alternate hypotheses are:
Null Hypothesis: 
Alternate Hypothesis : 
Type of test : Two-tailed test
The level of significance is 95%
We can calculate alpha (α) as follows:
The p value = 0.0743.
We use the following rules to arrive at a conclusion when p-values and alpha is given:
If 
, reject the null hypothesis
If 
, we don't reject the null hypothesis.
Since the p-value is greater than alpha, we don't reject the null hypothesis.
