find how many integers between 200 and 500 are divisible by 8
Answers
Answered by
4
Answer:
There are 36 integersssssssssss
pls mark me as brainlist
Answered by
1
a = 208 (first integer divisible by 8 from 200)
an = 496 (last integer divisible by 8 before 500)
d= 8
an = a+(n-1)d
496= 208 + (n-1)8
496 =208 +8n-8
496 = 200-8n
8n = 496 -200
8n = 296
n= 296/8
n = 37
So there are 37 integers
an = 496 (last integer divisible by 8 before 500)
d= 8
an = a+(n-1)d
496= 208 + (n-1)8
496 =208 +8n-8
496 = 200-8n
8n = 496 -200
8n = 296
n= 296/8
n = 37
So there are 37 integers
Similar questions