Question

: Is $200-\left( \dfrac{576}{6} \right)=104$?
A. True
B. False

Answer 1

Hint: For solving this question you should know about the general mathematical calculations. These problems are nothing but a general and easy calculation. But here you have to keep in mind only one thing and that is first you have to solve this by the fixed order for the given equation. In this question first we will solve the division and then the answer which we get will be subtracted from the given number. Thus we compare that with the already given answer. If they match then the statement is true, unless it is false.

Complete step by step answer:
According to the question it is asked to us that is $200-\left( \dfrac{576}{6} \right)=104$ true or false. As we can see, it seems like a very general calculation equation. And we can solve this easily. But the only thing we have to keep in mind is that we will have to follow a fixed order to solve this question. And in that order first we will solve the division and then multiplication, summation and subtraction. So, we will follow this order to get the final answer for any simple or general calculations.
Here the given equation is as follows:
$200-\left( \dfrac{576}{6} \right)=104$
So, as we can see here only one division is present. So, first we will solve this and then subtract the solution from that.
$\begin{align}
  & =200-\left( \dfrac{576}{6} \right) \\
 & =200-\left( 96 \right) \\
 & =104 \\
\end{align}$
So, both the answers are the same and so the given statement is true.

So, the correct answer is “Option A”.

Note: While solving this type of questions always keep in mind the order and solve the equations in the same order of division, multiplication, addition and subtraction. If you do not follow this, you can’t get the original answer and the solution will always be wrong.