Find a number which is divisible by 15, 18 and 25 and is perfect square
Answers
Answer:
Step-by-step explanation:
To find a number which is divisible by 15,18 and 25 .
First find least common multiple of 15,18 and 25
L.C.M. of 15,18 and 25 =450
and the prime factorization of 450
but 450 is not a perfect square.
To make it perfect square, we need to multiply 2 to 450, we get 900.
Hence, 900 is the number which is divisible by 15,18 and 25 and is a perfect square.
hope it is help full
To find a number which is divisible by 15,18 and 25 .
First find least common multiple of 15, 18 and 25.
LCM of 15,18and 25 = 450
and the prime factorisation of 450= 2×3×3×5×5
It implies 450 is not a perfect square .
To make it perfect square , we need to multiple 2 to 450, we get 900.
Hence, 900 is the number which is divisible by 15,18 and 25 and is a perfect square.