The value of {5−5÷(10−12)×8+9}×3+5+5×5÷5 of 5 is:

Let's solve the expression step-by-step using the BODMAS rule.
The expression is:

{5−5÷(10−12)×8+9}×3+5+5×5÷5 of 5
First, simplify the inner brackets (10−12):

={5−5÷(−2)×8+9}×3+5+5×5÷5 of 5
Next, solve the components inside the curly braces {}:

Division: 5÷(−2)=−2.5

Multiplication: −(−2.5)×8=20

Substitute back: {5+20+9}=34

Now substitute this back into the main expression:

=34×3+5+5×5÷5 of 5
Now follow BODMAS order for the remaining parts:

Of: 5 of 5=5×5=25

=34×3+5+5×5÷25
Division: 5÷25=
5
1
​


=34×3+5+5×
5
1
​

Multiplication: 34×3=102 and 5×
5
1
​
=1

=102+5+1
Addition:

=108