Question

#29 Among the following statements on measures of central tendency, which is/ are true?

Statement 1: The mode only focuses on the relative position of the ranked observations.

Statement 2: There are two possible calculations to be applied when solving for the median., and they depend on the parity of the sample size.

a. Both Statements 1 and 2 are true.

b. Both Statements 1 and 2 are false.

c. Neither of the above.

Answer 1

answer:

option c is correct answer ( the neither of the above )

the explanation is ,

• A proportion of focal propensity is a solitary esteem that endeavors to depict a lot of information by recognizing the focal position inside that arrangement of information.
• the Accordingly, proportions of focal inclination are some of the time called proportions of focal area.
• They are additionally classed as synopsis insights. The mean is in all probability the proportion of focal propensity that you are most acquainted with, however there are others, for example, the middle and the mode.
• The mean, middle and mode are altogether legitimate proportions of focal inclination, yet under various conditions, a few proportions of focal propensity turn out to be more fitting to use than others.
• the accompanying areas, we will take a gander at the mean, mode and middle, and figure out how to compute them and under what conditions they are most proper to be utilized.
• The mode is a measurable term that alludes to the most as often as possible happening number found in a lot of numbers.
• The mode is found by gathering and sorting out information so as to check the recurrence of each outcome.
• The outcome with the most noteworthy number of events is the method of the set.
• Test estimate assurance.
• the Test measure assurance is the demonstration of picking the quantity of perceptions or reproduces to incorporate into a factual example.
• The example measure is an imperative component of any observational examination in which the objective is to make derivations about a populace from an example.
• the focal inclination is a focal or run of the mill an incentive for a likelihood distribution.
• It might likewise be known as a middle or area of the conveyance. Conversationally, proportions of focal inclination are frequently called midpoints.
• The term focal inclination dates from the late
• The most widely recognized proportions of focal propensity are the number-crunching mean, the middle and the mode.
• the focal inclination can be determined for either a limited arrangement of qualities or for a hypothetical appropriation, for example, the ordinary circulation.
• At times creators utilize focal propensity to signify "the inclination of quantitative information to bunch around some focal value."
• The focal propensity of a conveyance is regularly stood out from its scattering or changeability; scattering and focal inclination are the frequently portrayed properties of circulations.
• the Investigators may pass judgment on whether information has a solid or a frail focal propensity dependent on its scattering.