Beginners $A$ lgebra 1 : Dividing

$\dfrac{\large 10hlm }{\large 2hlmk }$ $\Rightarrow$ $\dfrac{\large 10 \text{ } \sout{h} \text{ } \sout{l} \text{ } \sout{m}}{\large 2 \text{ } \sout{h} \text{ } \sout{l} \text{ } \sout{m} \text{ } k }$ $\Rightarrow$ $\large \dfrac{10}{2k}$ $\Rightarrow$ $\large \dfrac{5}{k}$

Greetings my dear friend , my opinion is the answer should be as below :

hlm(10) / hlm(2k) = 10 / 2k = 5 / k

Have a good day, thanks 😀

to solve this problem let's put it into a fraction so

10hlm divided by 2 hlmk = $\frac{10hlm}{2hlmk}$

now we have a fraction to work with which will make the problem easier

1st take out any common factors from both of them so now we are left with

$\frac{10}{2k}$

now divide 10 by 2 which equals 5 and we still have the k which goes on the end which leaves us with $\frac{5}{k}$