They could change for many reasons some being:
1. if you're not on a lease the rent can go up at any time only
2. if you are on a lease regardless improvements to your home the landlord can raise it every year.
3. if you have a mortgage w a variable APR your mortgage/ housing needs change monthly
4. your goals would change if maybe you wanted to move closer to your job or you got a new job and you need to move closer
5. maybe if you got married or had kids your housing gold would change.
6. maybe you live in not such a nice neighborhood and you'd like to live in a neighborhood less crime your goals would change
not sure if those are the answers you're looking for but there's so many different reasons that your housing needs and goals could change
Answer:
- A. The data in D3 is skewed right.
- B. Three quarters of the data values for D2 are greater than the median value for D1 .
- E. At least a quarter of the data values for D3 are less than the median value for D2 .
Explanation:
A Box Plot can be interpreted as follows;
The first point on the line is the minimum value.
The first end of the box is the First Quartile of the data range.
The next line is the Median.
The last end of the box is the Third Quartile.
The last point on the line is the maximum value.
Most of D3 lies on the right side of Median so it is skewed right.
The First Quartile of D2 is more than the Median of D1 which means that 3 quarters of D2 (first quartile to the maximum value) are greater than the median of D1.
D2's Median value is greater than the Third Quartile of D3 which means that more than just a quarter of D3 falls below D2's Median so option E is correct.
Answer:
The equivalent units of production for the month is 11,850 units
Explanation:
The computation of the equivalent unit is shown below:
= (Completed and transferred units × completed percentage) + (ending work in progress units × completed percentage)
= (8,900 units × 100%) + (5,900 units × 50%)
= 8,900 units + 2,950 units
= 11,850 units
For computing the equivalent units,we have to consider both the units which are mentioned in the question.
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