Math, asked by drishti221, 1 year ago

The HCF of two numbers is 16 and their product is 3072. Find their LCM.

Answers

Answered by nhkmk786

3

Step-by-step explanation:

If a , b two Integers and

their HCF = H , and LCM = L then

H × L = a × b

***************************************

It is given that ,

a × b = 3072 ,

H = 16 ,

L = ?

L × H = a × b

L × 16 = 3072

L = 3072/16

L = 192

Therefore ,

Required LCM = L= 192

Answered by Anonymous

29

$<body style="background-color:yellow;">SOLUTION:-</body>$

We know that

$lcm = \frac{product \: of \: the \: given \: two \: numbers}{their \: lcm} = </h3><h3> \frac{3072}{16} = 192.$

$<marquee behavior="scroll" direction="up" style="height:100px;">❤❤❤Thanks❤❤❤</marquee>$

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