Answer:
Cash payments + cash receipts = cash requirements
Explanation:
The cash budget is a budget which deals in a inflow and outflow of cash. The inflow of cash refers to the incoming of cash through receipts while the outflow of cash refers to the outgoing of cash through payments
It interprets the liquidity of the business organization whether organization has enough cash or it can be borrowed for running its organization
Therefore, the Cash payments + cash receipts = cash requirements is wrong as other equations that are given are right
Answer:
The ticket price that maximizes revenue is $18.10
Explanation:
Hi, first we need to construct the revenue equation in terms of the additional dollar charge (that would be X). That is:
So we expand it:
This is a parabola, and we need to find its vertex, which in our case that would be the maximum additional dollar charge in order to obtain the highest revenue possible, to find the vertex, we need to consider that:
And to find the X-coordenate we have to use the following equation.
In our case, A= -65; B= 1,247.5, so, all should look like this:
That means, we need to make 9.6 increments of $1 in order to obtain the max revenue possible, therefore, the price would be
Price = $8.50 + $1(9.6)= $8.50 + $9.6 =$18.10
Best of luck.
Answer: $8.00
Explanation:
Details missing in question are:
These costs are for 50,000 units.
$250,000 is manufacturing cost. $100,000 is administrative cost.
The total manufacturing cost is shown to be $250,000 above.
A profit of $50,000 is needed in addition to this cost as well as the administrative cost of $100,000.
Total revenue expected is therefore:
= 250,000 + 100,000 + 50,000
= $400,000
50,000 units are to be sold so to make a revenue of $400,000, each unit should be sold for:
= 400,000 / 50,000
= $8.00
The calculated value of the Z statistic to test the potential buyer's belief at the 1% significant level is -2.57512627.
The calculated Z score is slightly greater than the critical value of -2.575, the potential buyer's view that weekly store revenues are less than $7,000 stands vindicated.
Since store revenues are assumed to be normally distributed and population standard deviation is given, we can use the Z-test. The relevant test statistic is the Z-score.
We use the following formula for calculating the Z score:
Z = (X - μ) / (σ /√n)
Substituting the relevant values we get,
Z = (6400 -7000) / (1042/√20)
Z = -600 / 232.9982833
Z = -2.57512627
