Question

300÷25[56÷7{24-2(6-5-9)}]​

Answer 1

Answer:

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Answer 2

The value of the given equation is -80.

Given,

300÷25[56÷7{24-2(6-5-9)}]​

To Find,

Simplify the given equation.

Solution,

We will solve the given equation by using the method of BODMAS.

So, let's understand the concept of  BODMAS.

BODMAS stands for :

B = Bracket

O = Of

D = Divide

M = Multiplication

A = Addition

S = Subtraction.

Now, let's simplify the equation using this method.

= 300÷25[56÷7{24-2(6-5-9)}]​

First, we solve the inner bracket,

= 300÷25[56÷7{24-2(-8)}]​

Then, we solve the second bracket

= 300÷25[56÷7{22(-8)}]​

Now, we will multiply the two values of the bracket by each other.

= 300÷25[56÷7(-176]​

Now, we will divide the values of 56 and 7 by each other,

= 300÷25[8(-176)​]

Divide the 300 by 25,

= 12×8 [-176]

= 96 - 176

= -80.

The value of the given equation is -80.

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