Question

5-[5-{5-(5-5-5-)}] plz tell the answer me​

Answer 1

Answer:

0

Step-by-step explanation:

using BODMAS and the BRACKET SYSTEM

5-[5-{5-(5-10)}]

5-[5-{5-5}]

5-[5-0]

5-5

0

Answer 2

The expression is equal to 10

Step-by-step explanation:

Given:

5-[5-{5-(5-5-5)}]

To find:

simplify the expression

Solution:

The brackets will be simplified and solved according to the order ( ), [ ],{ }

Solving the bracket (5-5-5)

= 5-[5-{5-(5-5-5)}]

Next, we solve and simplify the bracket {5-(-5)}

= 5 - [ 5-{5- (-5)}]

= 5-[5-{5-(-5)}]

Lastly, by solving the square [ ] bracket and we get

= 5 -[5-{10}]

= 5 - [-5]

= 10

Thus, an expression with different kinds of bracket can be solved by using these rules

∴ 5-[5-{5-(5-5-5-)}] = 10

Thus, the expression 5-[5-{5-(5-5-5-)}] = 10

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