Question

Simplify 12 - [24 ÷ {8 – 2 (9 – 5 - 3)}]​

Answer 1

Answer:

∴ The value of equation $12-[24$÷$(8-2(9-5-3))]$ is $8$.

Step-by-step explanation:

• In context with question asked,
• We have to simplify the given equation : $12-[24$÷$(8-2(9-5-3))]$
• To simplify the given equation, we have to use BODMAS rule.
• It states that while solving any equation, we have to first solve the B-Bracket, O-Order, D-Division, M-Multiplication, A-Addition and S-Subtraction.
• So, the given equation is,  

    $12-[24$÷$(8-2(9-5-3))]$  =  $12-[24$÷$(8-2(1))]$

                                          =  $12-[24$÷$(8-2)]$

                                          =  $12-[24$÷$6]$

                                          = $12-4$

                                          = $8$

• ∴ The value of equation $12-[24$÷$(8-2(9-5-3))]$ is $8$.

Answer 2

Answer:

We will get the value of $12-(24\div(8-2(9-5-3)))=8.$

Step-by-step explanation:

• As per the question we have to evaluate the given data.

       Given data:- $12-(24\div(8-2(9-5-3))).$

       To find:- Value of $12-(24\div(8-2(9-5-3))).$

       Solution:-

• To solve the above question we will follow the BODMAS rule.

• BODMAS is an order of mathematic operations.

• It stands for,

      B= bracket

      O= order of power or rules

      D= division

      M= multiplication

      A= addition

      S=subtraction

      $12-(24\div(8-2(9-5-3)))\\=12-(24\div(8-2(1)))\\=12-(24\div(6)\\=12-4\\=8$