LCM (a , 8) = 24 HCF (a, 8) = 4, then find a ?
EL
即
51 EEE
les
E
18
​

2 thoughts on “<br />LCM (a , 8) = 24 HCF (a, 8) = 4, then find a ?<br />EL<br />即<br />51 EEE<br />les<br />E<br />18<br />​”

1. Mark me as a Brainlist pls

   Step-by-step explanation:

   we know that

   LCM x HCF = Product of two numbers

   I e,

   LCM x HCF = a x 8

   [tex]24 \times 4 = a \times 8 \\ = > 96 = 8a \\ = > a \: = \frac{96}{8} \\ = > a = 12[/tex]

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2. Step-by-step explanation:

   Given:–

   LCM (a , 8) = 24

   HCF (a, 8) = 4

   To find:–

   Find the value of a ?

   Solution:–

   Given that

   LCM (a , 8) = 24

   HCF (a, 8) = 4

   The two numbers are a and 8

   We know that

   LCM × HCF = Product of two numbers

   => 24×4 = a×8

   => 96 = 8a

   => 8a = 96

   => a = 96/8

   => a = 12

   Therefore, a = 12

   Answer:–

   The value of a for the given problem is 12

   Used formula:–

   • LCM × HCF = Product of two numbers

   Reply