Question

Find the median of first 10 even numbers?

Answer 1

$\large{ \textsf{\textbf {\pink {➽ \: \: To find\: :-}}}}$

➽ First 10 even numbers.

$\large{ \textsf{\textbf {\pink {➽ \: \: Solution\: :-}}}}$

➽ The first 10 even numbers are 2, 4, 6, 8, 10, 12, 14, 16, 18 and 20

Here n = 10, which is even.

Where, n is the number of the given number.

∴median = ½ {(n/ 2)th term + ((n/2) + 1)th term}

= ½ {(10/ 2)th term + ((10/2) + 1)th term}

= ½ {(5)th term + ((5) + 1)th term}

= ½ {(5)th term + (6)th term}

= ½ (10 + 12)

= ½ (22)

= (22/2)

= 11

Hence, the median of first 10 even numbers is 11.

Answer 2

Answer:

= 10/2th+(10/2+1)th.

Then, 5th+6th/2 = 10 + 12/2.

= 11. it is median.