The hcf and lcm of two no. Are 9 and 360 respectively if one no is 45 find the other no
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Answered by
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Question
✏ The HCF and LCM of two numbers are 9 and 360 Respectively, if one number is 45 Find the other.
Answer.
==> Given : HCF and LCM of the two numbers are 9 and 360 respectively.
One of the number is 45 .
Let the other number be x.
We know,
➡ HCF X LCM = Product of the two numbers.
==> 9 X 360 = 45 X x
==>(9 X 360)/45 = x
==> (1 X 360)/5 = x
==> 72 = x
==> x = 72
==> The other number is 72.
Hope it helps you.
Question
✏ The HCF and LCM of two numbers are 9 and 360 Respectively, if one number is 45 Find the other.
Answer.
==> Given : HCF and LCM of the two numbers are 9 and 360 respectively.
One of the number is 45 .
Let the other number be x.
We know,
➡ HCF X LCM = Product of the two numbers.
==> 9 X 360 = 45 X x
==>(9 X 360)/45 = x
==> (1 X 360)/5 = x
==> 72 = x
==> x = 72
==> The other number is 72.
Hope it helps you.
Answered by
2
Answer:
Step-by-step explanation:
Lcm×hxf=a×b
360×4/45=72
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