Question

Using Bodmas formula
[-10-3×{4-(-4) ×{3-(5-3) }]​

Answer 1

Given :-

$\rm[ - 10 - 3 \times \{4 - ( - 4) \times \{3 - (5 - 3) \}]$

To Find :-

• Value of it by using the rule of BODMAS.

We need to know

• Here , BODMAS means Brackets of Division, Multiplication, Addition and Substraction.

• Here , According to the full form of BODMAS We will have to solve .

• If we don't go through the full form of it Step - by - step . There will be wrong in our answer.

$\bf--------------------------------------------------------------------------------$

So, first it says that we need to remove the brackets which stands for B . And then solve it. Then we need to do operations which stand for O . Operations means Addition , Multiplication, Division and Substraction. So, now one by one we need to do . Now, D stands for Division . Next, M stands for Multiplication. Next is A which stands for Addition. And lastly, S stands for Substraction.

$\huge\star\fbox{ Remember}$

• As it is informed step by step that you should do Multiplication, Division, Addition or Substraction you should do in that way only .

Solution :-

$\rm[ - 10 - 3 \times \{4 - ( - 4) \times \{3 - (5 - 3) \}]$

$\rightarrow \rm[ - 10 - 3 \times \{4 - ( - 4) \times \{3 - 2 \}]$

$\rightarrow \rm[ - 10 - 3 \times \{4 + 4\}]$

$\rightarrow \rm[ - 10 - 3 \times 8]$

$\rightarrow \rm[ - 10 - 24]$

$\rightarrow \rm\bf - 34$

$\rm The\: answer\: is \:\bf- 34$