Question

7. In a distribution, more than type and less than' type ogive are intersecting at a point
(30.40) then the value of Median is
Sveu
a) 35
b) 40
c) 70
d) 30​

Answer 1

Answer:

what is Answer?!!!!!! 2 ---- --

Answer 2

Answer:

Concept:

In statistics and probability theory, the median is the value that divides the upper and lower half of a data sample, population, or probability distribution. It might be considered "the midway" value in a data set. The median has the advantage of not being skewed by a small fraction of extraordinarily big or small values, and hence provides a better picture of a "typical" value when compared to the mean (often simply referred to as "average"). Because income distribution is often skewed, a better way to explain what a "normal" income is may be to utilize median income.

Given:

In a distribution, more than type and less than' type ogive are intersecting at a point

(30.40) then the value of Median is Sveu

a) 35

b) 40

c) 70

d) 30​

Find:

find the correct option for the given question

Answer:

$The$  $answer$ $is$  $option(a) 35$

$The$  $given$  $values$  $are (30, 40)$

$We$  $have$  $to$  $take$  $average$  $of$ $the$ $given$ $two$ $numbers$

$meadian = 30+40/2$

              $= 70/2$

              $= 35$

=> To find the median, sort your data first. Then, using n, the number of values in your data collection, determine the middle position. When n is an odd integer, the median is found at $(n + 1) / 2$. The median is the mean of the values at positions $n / 2$ and $(n / 2) + 1$ if n is an even integer.