Simplify: 1-[2-{5-(4-3-2)}] | vedclass

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(NONE) To simplify the expression $1-[2-\{5-(4-3-2)\}]$,we follow the order of operations $(BODMAS)$.
First,solve the innermost part (the vinculum or

Vedclass · Accepted Answer

$5$

Vedclass · Answer

(NONE) To simplify the expression $1-[2-\{5-(4-3-2)\}]$,we follow the order of operations $(BODMAS)$.
First,solve the innermost part (the vinculum or bar bracket):
$4-3-2 = 4-(3+2) = 4-5 = -1$.
Now substitute this back into the expression:
$1-[2-\{5-(-1)\}]$
$= 1-[2-\{5+1\}]$
$= 1-[2-6]$
$= 1-[-4]$
$= 1+4 = 5$.

Simplify: $1-[2-\{5-(4-3-2)\}]$

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