find the smallest square number divisible by each of the number 8 9 and 10
Answers
Answered by
10
Hello Dear!!!
Here's your answer...
First,we have to do LCM of those 3 numbers
LCM of 8,9,10 is 360
360 is divisible by 8,9,10
But 360 is not a perfect square..
so..multiply with 10
3600
now,
3600 is a perfect square..
it is divisible by 8,9 and 10
____________________________________________
HOPE THIS HELPS YOU.....
Here's your answer...
First,we have to do LCM of those 3 numbers
LCM of 8,9,10 is 360
360 is divisible by 8,9,10
But 360 is not a perfect square..
so..multiply with 10
3600
now,
3600 is a perfect square..
it is divisible by 8,9 and 10
____________________________________________
HOPE THIS HELPS YOU.....
raj981:
you are wrong
Answered by
7
lcm(8,9,10)=360
360=(2^2)(2×5)(3^2)
360×10 = (2^2)(10^2)(3^2)
3600=(2×10×3)^2
3600=60^2
therefore 3600 is the smallest square divisible by 8,9,10
PL mark as brainliest
360=(2^2)(2×5)(3^2)
360×10 = (2^2)(10^2)(3^2)
3600=(2×10×3)^2
3600=60^2
therefore 3600 is the smallest square divisible by 8,9,10
PL mark as brainliest
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