How many numbers are divided completly by 3 between 102 and 600?
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Between 102 and 600
First number after 102 divisible by '3' is 105
Last number before 600 divisible by '3' is 597
To find the numbers.
105,108......597
An = A1 + (n-1)*d
597 = 105 + (n-1)*3
492 = (n-1)*3
164 = n-1
n = 165
So there are 165 numbers between 102 and 600 that are divisible by '3'
First number after 102 divisible by '3' is 105
Last number before 600 divisible by '3' is 597
To find the numbers.
105,108......597
An = A1 + (n-1)*d
597 = 105 + (n-1)*3
492 = (n-1)*3
164 = n-1
n = 165
So there are 165 numbers between 102 and 600 that are divisible by '3'
Answered by
0
Hey!
Ur answer is ;-
This forma a A.P
first term of A.P is 102
last term of A.P is 600
nd c.d is 3
A.TQ
Tn = a+(n-1) d
600 = 102 +(n-1) 3
600 = 102 + 3n -3
600 = 99+3n
3n= 501
n = 501/3
n = 167
therefore, 167 mumbers are divisible by 3 btw 102 nd 600.
#riShu:-)
Ur answer is ;-
This forma a A.P
first term of A.P is 102
last term of A.P is 600
nd c.d is 3
A.TQ
Tn = a+(n-1) d
600 = 102 +(n-1) 3
600 = 102 + 3n -3
600 = 99+3n
3n= 501
n = 501/3
n = 167
therefore, 167 mumbers are divisible by 3 btw 102 nd 600.
#riShu:-)
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