Question

4+5[{-10*{25-10)}÷(-5)-(-10)] simplify using BODMAS rule

Answer 1

hi dear

4+5[{-10*(25-10)}÷[(-5)-(-10)]

9[{-10*15}÷(-5)-(-10)]

9[-150÷(-5)-(-10)]

9[30+10]

9*40

360

the ANS is 360

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Answer 2

Answer:

=> 360

Step-by-step explanation:

Given that:-

$4+5[\{-10\times \{25-10)\}\div(-5)-(-10)]$

To Find:- The value of the expression,

By using the method of BODMAS,

It is a method of solving expressions by performing various arithmetic operations.

BODMAS:-

       B= bracket

       O= order

       D= division

       M= multiplication

       A= addition

       S= subtraction

As we have,

=> $4+5[\{-10\times \{25-10)\}\div(-5)-(-10)]$

Simplifying it further, we get

=> $9[\{-10\times 15\}\div(-5)-(-10)]$

By performing multiplication,

=> $9[\{-150}\div(-5)-(-10)]$

By performing division,

=> $9[30-(-10)]$

=> $9[30+10]$

By adding the terms in the brackets,

=> $9\times 40$

By performing multiplication,

=> 360

Hence, the required solution is 360.