Answer:
It is NOT A, it is most likely B
Step-by-step explanation:
A the wrong answer on egde
It is more affected by extreme values than the arithmetic mean
Explanation
The median is not affected by outliers. In fact, whenever there are outliers, the median is the better measures of center. For instance, housing prices use the median home value because some multi-million dollar mansions positively skew the distribution. These few and large outliers pull on the mean to make it larger than it should be. On the other hand, the median is not affected by this pull.
This is why choice C is a false statement, and it's the final answer.
Choices A, B, and D are true statements. This allows us to rule them out.
a)
(0, –2)
b)
(1, –1)
c)
(2, 0)
d)
(3, 3)
Answer:
Option d) (3,3)
Step-by-step explanation:
A function f(x) and its inverse f^(-1) (x) are symmetrical with respect the right line y=x, then their point of intersection is when they cross the right line y=x. In the attached graph we draw the right line y=x, and the function f(x) crooses this line at the point (3,3), then this point is their intersection point.
Answer:
answer is d
Step-by-step explanation:
B. axis
C. altitude
D. vertex
Answer:
BC denotes the axis of the cylinder in the given figure.
Step-by-step explanation:
Given an oblique cylinder. It is three dimensional shape having sides not perpendicular to the base. it means it is leaning toward one side left or right as shown in figure below.
We have to determine what BC denotes.
Height is always perpendicular to the base so the given line BC is the axis of the cylinder . When there is a slant to the cylinder axis is also not perpendicular to the base.
Thus, BC denotes the axis of the cylinder in the given figure.
Answer a bar chart can be used for a broader range of data types, not just for breaking down a whole into components.
Step-by-step explanation:
Bar graphs are advantageous over pie charts mainly because of their precision, scalability, and flexibility in data representation. They allow for clearer comparisons among different data categories, precise measurement of values, and flexibility in the choice of what is represented on the axes.
The advantage of using a bar graph over a pie chart revolves around the precision and scalability of data representation. In a bar graph, you can easily compare different data categories, make precise measurements of the values represented, and adjust the vertical axis to emphasize differences in quantities.
For instances with many small slices and one large one, a pie chart can create bias perceptions of the size distribution because the categorization of the slices can make some appear bigger than others. However, bar graphs can clearly represent data regardless of how many categories there are because each data point is displayed as an independent bar.
A bar graph is also more flexible in representing multiple data categories and longitudinal data since it can display both categorical and numerical values on its axes. For example, bars can represent countries or years, and the vertical axis can represent a numerical or a percentage value.
Learn more about Bar Graph here:
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Answer:
I think its Your Values, but try and a get a second opinion