Find the smallest number divisible by 15,20,24 and 32
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Answer:
1
Step-by-step explanation:
The given numbers is 15,20,24 and 32
Taking the smallest number 1 , which is divisible by all the numbers including 15,20,24, and 32.
If we consider all the other number, other than 1 , then the number is not divisible by anuy one or more of the following 5,20,24 and 32.
Like if we consider 2 , it will be divisible by 20 , 24 , 32 , but not by 15
Similarly if we consider 3 , it will be divisible by 15 , 24 , but not by 20 , 32
Similarly if we consider 4 , it will be divisible by 20 , 24 , 32 but not by 15.
So, by observing we can say that 1 is the inly smallest number which is divisible by all the numbers i.e 15,20,24 and 32
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