The best answer would be: traditional economy (specifically, it's definitely neither market economy nor command economy - in those economies the family does not necessarily play a role in the chose of roles).
An example of such strict economic roles is ancient India - and the roles are called castes.
Answer:
(D) He should include a timeframe.
Explanation:
A concrete mapping of his goal in a timeframe is all Mohammed needs to make his goal SMART (Specific, Measurable, Achievable, Realistic, and Timely).
Since Mohammed is someone who has a strong educational and professional background regarding his goal, then the goal automatically becomes realistic and achievable. On the other hand, it is also specific, since he clearly states his desired position (he emphasizes the job of marketing department manager instead of simply stating he wants a promotion).
Since his goal is a discrete (not continuous) event, the Measurable characteristic is somewhat irrelevant.
All that is left for him to do is to state by which point in time he wants to achieve that goal (e.g. in five years' time).
Answer: parametric
Explanation:
As a general rule of thumb, when the dependent variable’s level of measurement is nominal (categorical) or ordinal, then a non-parametric test should be selected. When the dependent variable is measured on a continuous scale, then a parametric test should typically be selected. Fortunately, the most frequently used parametric analyses have non-parametric counterparts. This can be useful when the assumptions of a parametric test are violated because you can choose the non-parametric alternative as a backup analysis.
There were 72 (108 - 36) more maple trees in the woodlot before the bug problem. There were 108 maple trees in the woodlot before the bug problem. There are 36 maple trees in the woodlot after the bug problem.
The following information is given in the question:
Ratio of maple trees to oak trees before bug problem = 9:5
Ratio of maple trees to oak trees after replanting = 3:11
Total number of oak trees after replanting =132
Total number of trees in the woodlot is the same before and after the bug problem.
Let the number of maple trees after replanting be 'x'
From the data above, we can find the number of maple trees after replanting as follows:
So, number of maple trees after replanting in the woodlot are 36.
Let number of maple trees before bug problem be 'z'.
We can find the number of maple trees before bug problem as follows:
