Question

The median of x, x/2, x/3, x/5 is 10 find x where x is more than zero

Answer 1

Hi friend!!

Given,x>0

So, the ascending order among x,x/2,x/3,x/5 is

x/5,x/3,x/2,x

Since there are four terms, the median is the average of 2nd and 3rd terms

→Median =(x/2+x/3)/2

=10=(5x/6)/2

10=5x/12

120=5x

x=24

I hope this will help you;)

Answer 2

Answer:

The value of x = 2.

Step-by-step explanation:

Median exists a statistical measurement that defines the middle value of a dataset documented in ascending order (i.e., from least to biggest value). The measure splits the lower half from the more elevated half of the dataset. Along with mean and mode, the median exists as an estimated central tendency.

Step 1

Given, x > 0

So, the ascending order among x, x/2, x/3, x/5 is

x/5,x/3,x/2,x

Since there are four terms, the median is the average of 2nd and 3rd terms

Median = (n1+n2)/2

Step 2

Median = (x/2+x/3)/2

10 = (5x/6)/2

10 = 5x/12

120 = 5x

x = 2

The value of x = 2.

Therefore, the correct answer is x = 2.

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