Question

The HcF of two nunver is 22 and LCM is 150 One number is 44 Find other

Answer 1

$\huge\mathfrak\blue{Answer:}$

Given:

• We have been given that HCF of two numbers is 22 and LCM is 150
• One number is 44

To Find:

• We have to find the other number

Solution:

We have been given that HCF of two number is 22 and their LCM is 150. One number is 44

Let the second number = x

We know that

$\implies$ ( HCF ) $\times$ ( LCM ) = Product of the numbers

Substituting the Values

$\implies ( 22 ) \times ( 150 ) = ( 44 ) \times$ x

$\implies 3300 = 44$x

$\implies$ x $= \dfrac{3300}{44}$

$\implies$ x = 75

Hence second number is 75

________________________________

$\huge\mathfrak\red{Verification:}$

$\implies$ Product = 44 $\times$ 75

$\implies$ 3300

Hence Verified !!

Answer 2

Answer:

${\huge{\red{\underline{\bold{Answer}}}}}$

let,the number be x

Given,

One of the number =44

H.C.F of two number=22

L.C.M of two number=150

We have,

L.C.M×H.C.F= Product of the numbers

=>22×150=44×x

=>x=22×150/44

=>x=150/2

=>75

•°•the other number is 75

Additional Information:-

1) formula used :-

L.C.M×H.C.F = product of two

numbers

Hope this helps you ☺️