Question

find the average of all two digit number divisible by 24​

Answer 1

Answer:

number divisible by 24 are 24 48 72 96

now

average = sum of data/n

=[24+48+72+96]/4

=240/4

=60

Answer 2

Answer:

your answer is

Step-by-step explanation:

The least 3 digit no. is 100

The least 3 digit no divisible by 6: 6×12=102

The least 4 digit no is 1000

The largest 3 digit no. divisible by 6: 6×166=996

Using identity l=a+(n−1)d , where l is the last term, a is the first term, n is total no of terms and d is the common difference 

Putting, l=996, a=102 and  d=6

996=102+(n−1)6

996=102+6n−6

996=96+6n

6n=900

n=150

so, there are 150, 3 digits numbers which are divisible by 6