Use the standard order of operations to evaluate the expression.

93 − 38 + 28 of 2 + 36 ÷ 6 − (15 × 2) + 19 = ?

The correct option is 106.

To evaluate the given mathematical expression, we follow the standard order of operations, commonly known as the BODMAS / PEMDAS rule:
1. Brackets / Parentheses
2. Of / Orders (Exponents, square roots, etc.)
3. Division and Multiplication (evaluated from left to right)
4. Addition and Subtraction (evaluated from left to right)

The given expression is:

$93-38+28\text{of}2+36÷6-(15\times 2)+19$

Step 1: Evaluate the expression inside the brackets.

$15\times 2=30$

Substitute 30 back into the expression:

$93-38+28\text{of}2+36÷6-30+19$

Step 2: Evaluate the 'of' operation (multiplication).

$28\text{of}2=28\times 2=56$

Substitute 56 back into the expression:

$93-38+56+36÷6-30+19$

Step 3: Perform the division operation.

$36÷6=6$

Substitute 6 back into the expression:

$93-38+56+6-30+19$

Step 4: Perform addition and subtraction sequentially from left to right.

$93-38=55$

$55+56=111$

$111+6=117$

$117-30=87$

$87+19=106$

Therefore, the final evaluated value of the expression is 106.