Question

the HCF and LCM of two number is is 250 and 14700 respectively if one of the number 5250 find the other ​

Answer 1

➤ Answer

• Second number = 700.

➤ Given

• H.C.F and L.C.M of two numbers is 250 and 14700 respectively. One of the number is 5250.

➤ To Find

• The second number.

➤ Step By Step Explanation

Given that the H.C.F. and L.C.M. of two numbers is 250 and 14700 respectively. One of the number is 5250. We need to find the second number.

So let's do it !!

➠ Formula Used

$\underline{\boxed{\bf{ \purple{HCF \times LCM = 1st \: Number \times 2nd \: Number}}}}$

➠ By substituting the values

Let's substitute the values in the above formula to find second number.

$\longmapsto\tt250 \times 14700 = 5250 \times2nd \: Number \\ \\\longmapsto\tt \cfrac{250 \times 14700}{5250} = 2nd \: Number \\ \\ \longmapsto\tt700 = 2nd \: Number$

Therefore second number = 700.

_____________________