Determine the the number nearest to 100000 but greater than 100000 which is exacly divisible by each of 8 15 21
Answers
Answered by
98
Hey there!
First,
Taking the LCM of 8, 15 and 21.
LCM (8, 15, 21) = 840
Now We'll divide 100000 by 840.
We got remainder 40 after division.
So we have to compensate 40.
Now your requirement is the number which is greater than 100000, so you will get it by,
100000+840-40
= 100800
Hence,
100800 is the required number, which is divisible by 8, 15 and 21.
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First,
Taking the LCM of 8, 15 and 21.
LCM (8, 15, 21) = 840
Now We'll divide 100000 by 840.
We got remainder 40 after division.
So we have to compensate 40.
Now your requirement is the number which is greater than 100000, so you will get it by,
100000+840-40
= 100800
Hence,
100800 is the required number, which is divisible by 8, 15 and 21.
HOPE IT HELPED ^_^
#follow me
#brainly star
Answered by
29
Answer:
100800
Step-by-step explanation:
first find lcm of 8 15 21
=840
then divide 100000 by 840 remainder is 40
then subtract 40 from 840
that is 800
then add 100000 and 800
= 100800 ANS
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