Math, asked by mamatha6524pa7cmb, 1 year ago

what is the value of ncn in binomial distribution

Answers

Answered by wolf007

The correct answer is 1 !!!

wolf007: nCr = n! /( r! (n - r) ! ) This is the formula

wolf007: Just now put n in place of r

wolf007: you will get the answer

mamatha6524pa7cmb: then n-n=0 then 0 multiply with something =0

wolf007: it will be (n - n ) ! = 0 ! = 1 !!

wolf007: 0! is always 1

mamatha6524pa7cmb: thank you

wolf007: welcome :)

mamatha6524pa7cmb: ☺️

LISAMARADONA: hi

Answered by mysticd

Answer:

$^{n}C_{n}=1$

Step-by-step explanation:

$Value \:of \:^{n}C_{n} \:in\\Binomial \: distribution = 1$

Therefore,

$^{n}C_{n}=1$

•••♪

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