Answer
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Hint : Divide by a suitable number
The given equation is
$3l = 42$
We need to find the value of $l$.
So we have to divide both sides of the equation by $3$.
On dividing both sides of the equation by $3$ we get,
$\dfrac{{3l}}{3} = \dfrac{{42}}{3}$
$l = 14$
Hence, the value of $l$ is 14.
Note :- In these types of questions where we have to find the value of a certain variable we have to apply algebraic operations on equations like multiplication, division, addition, subtraction to get the value of the required variable.
The given equation is
$3l = 42$
We need to find the value of $l$.
So we have to divide both sides of the equation by $3$.
On dividing both sides of the equation by $3$ we get,
$\dfrac{{3l}}{3} = \dfrac{{42}}{3}$
$l = 14$
Hence, the value of $l$ is 14.
Note :- In these types of questions where we have to find the value of a certain variable we have to apply algebraic operations on equations like multiplication, division, addition, subtraction to get the value of the required variable.
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