Question

find لم 53868= ملا 6146 5 (لا (C د( 6 ره
$8978 \times a = 53868 \: find \: a$
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Answer 1

We are asked to find $a$ by solving the given equation, which is,

• $\sf{8978\:\times\:a\:=\:53868}$

We know that, we have LHS and RHS, and our variable $a$ is in LHS. We can solve this by, taking the number to the RHS and adding / subtracting / multiplying / Dividing it and equalling it with the variable $a$ according to the condition.

Now, Let's move on finding the solution for our question.

Solution :

$\implies\sf{8978\:\times\:a\:=\:53868}$

$\implies\sf{a\:=\:{\dfrac{53868}{8978}}}$

$\implies\sf{a\:=\:{\cancel{{\dfrac{53868}{8978}}}}}$

$\implies\sf{a\:=\:6}$

Hence, the value of a = 6.

We can verify this by substituting the $a$ value in our Equation, we get,

$\implies\sf{8978\:\times\:a\:=\:53868}$

$\implies\sf{8978\:\times\:6\:=\:53868}$

$\implies\sf{53868\:=\:53868}$

Hence, Verified.