Find the smallest square number that is divisible by each of the numbers 16, 30, and 40
Answers
Answered by
1
Answer:
3600
Step-by-step explanation:
smallest square number divisible by 16 , 30 and 40
first find the LCM of 16 , 30 , 40
LCM = 240
multiples of 240 = 240 , 480 , 720 , 960 , 1200 , 1440, 1680 , 1920 , 2160 , 2400 , 2640 , 2880 , 3120 , 3360 , 3600
3600 is the smallest square number that is divisible by 16 , 30 and 40
Answered by
0
Answer:
3600
Step-by-step explanation:
smallest square number divisible by 16 , 30 and 40
first find the LCM of 16 , 30 , 40
LCM = 240
multiples of 240 = 240 , 480 , 720 , 960 , 1200 , 1440, 1680 , 1920 , 2160 , 2400 , 2640 , 2880 , 3120 , 3360 , 3600
3600 is the smallest square number that is divisible by 16 , 30 and 40
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