Can two numbers have 15 as HCF and 350 as LCM give reason?

No. HCF = 15. It means both the number should have ’15’ or ‘5*3’ as a common factor. Hence its not possible to have HCF 15 and LCM 350 for the given 2 numbers.

Can two numbers have 15 as HCF and 320 as LCM give reason?

No. If you think about it, the GCF/HCF must be a factor of the LCM, since they would both have the number in their prime factorization. 320/15 = 21 1/3. So the LCM is not divisible by the HCF, therefore it is not possible for two numbers to have 15 as their HCF and 320 as their LCM.

Can two numbers have 15 as their HCF and 321 as their LCM?

Step-by-step explanation: no two numbers does not 15 as their HCF and 321 as their LCM because LCM is completely divisible by HCF.

Can two numbers have 15 as HCF and 450 as LCM?

Yes it is possible to have two numbers having HCF 15 and LCM 450. two numbers can have 15 as HCF and 450 as LCM.

Can two numbers have 15 as HCF?

In other words No, two numbers can’t have 15 as their HCF and 175 as LCM because HCF of the numbers must be a factor of the LCM. Since 15 is not a factor of 175, it is not possible. Note: Always remember that LCM is the highest number compared to HCF for two given numbers.

Can two numbers have 15 as their HCF and 340 as their LCM give?

HCF stands for Highest Common Factor while, LCM stands for Least Common Multiple. HCF of two numbers must be a factor of LCM of those numbers . So, two numbers cannot have 12 and 340 as their HCF and LCM. Thanks!

Can two numbers have 15 as their HCF and 200 as their LCM explain?

No, This is because the LCM of two numbers is always divisible by the HCF and 200 is not divisible by 15.

Can two numbers have 15 as HCF and 340 as LCM Why?

Can two numbers have 15 as their HCF and 340 as their LCM Givereason?

Can two numbers have 15 as their HCF and 110 as their LCM?

The HCF of two numbers is a factor of its LCM. Therefore, the LCM must be exactly divisible by the HCF of given numbers. Here, 110 (LCM) and 15 (HCF) are not exactly divisible by each other. No numbers can have 15 as their HCF and 110 as their LCM.

Can two numbers have 15 as their HCF and 110 as their LCM give reason to justify your answer?

Can two numbers have 15 as their HCF and 220 as their LCM?

The LCM of two numbers is perfectly divisible by their HCF. 220 ÷ 15 = 14.666667, and hence, the LCM is not perfectly divisible by the HCF. Thus, the LCM and HCF of two numbers cannot be 220 and 15 respectively.

Can two numbers have HCF as 15 and lcm as 175?

NO! Two numbers cannot have HCF as 15 and LCM as 175 . Because LCM>HCF and HCF of the two numbers should divide the LCM completely. Here , the 1st criteria is fulfilled but the 2nd criteria is not.

What is the LCM of 320 with HCF of 15?

In order for two numbers to have a HCF of 15, they both must have factors of 3 and 5. Therefor, the LCM (320) must also include at least one factor of 3 and one factor of 5. The prime factorization of 320 is2*2*2*2*2*2*5.

Are there any integers with 15 as a factor and multiple?

So, there are no integers with 15 as a factor and 175 as a multiple, and there are certainly no pairs of integers with 15 as the HCF and 175 as the LCM.