Math, asked by allfizzedup1085, 2 months ago

The hcf and lcm of two number are 12 and 5040 respectively. If one of the number is 144 then the other is

Answers

Answered by XxSonaxX
218

Step-by-step explanation:

Answer:-

Given:-

  • HCF = 12 ; LCM = 5040.
  • And another number is 144.

To find:-

  • The other number.

Solution:-

Given  \:  \: HCF \: =12, \\ LCM \:  \: = \: 5040

and   \: \: also  \:  \: one \: \:   number \:   \: is \: \:  =   144

Let  \:  \: the \:  \:  other \:  \:  number  \:  \: be \:  =  x

As \:  \:  we  \:  \: know \:  \:  that, 

Product  \:  \: of  \:  \: two  \:  \: numbers  \:  \: is  \:  = HCF \: × \: LCM

144 \times \:  x  \: = \:  12 \times \:  5040

x \:  = \:  420

The \:  \:  other  \:  \: number  \:  \: is  \:  = 420

Answered by XxCandyheartxX
1

Answer:

☘Answer:-

Given:-

HCF = 12 ; LCM = 5040.

And another number is 144.

To find:-

The other number.

Solution:-

\begin{gathered}Given \: \: HCF \: =12, \\ LCM \: \: = \: 5040\end{gathered}

Given HCF=12,

LCM=5040

and \: \: also \: \: one \: \: number \: \: is \: \: = 144andalsoonenumberis= 144

Let \: \: the \: \: other \: \: number \: \: be \: = xLettheothernumberbe= x

As \: \: we \: \: know \: \: that, Asweknowthat,

Product \: \: of \: \: two \: \: numbers \: \: is \: = HCF \: × \: LCMProductoftwonumbersis =HCF×LCM

144 \times \: x \: = \: 12 \times \: 5040144×x=12×5040

x \: = \: 420x=420

✿ The \: \: other \: \: number \: \: is \: = 420Theothernumberis =420

Step-by-step explanation:

XxCandy heartxX❤

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