P = Parentheses () E = Exponents (^) M = Multiplication (*) D = Division (÷) A = Addition (+) S = Subtraction (-)
Step 1
Simplify using Parentheses
PEMDAS → Parentheses
There are 1 Parentheses in 2(3 + 5)/10
Evaluate the expression (3+5)
(3+5) = 8
Evaluate
= 0
Simplifying our expression
28/10
Step 2
Simplify using Exponents
PEMDAS → Exponent
There are 0 Exponent in 28/10
We move to our next letter in PEMDAS
Step 3
Simplify using Multiplication
PEMDAS → Multiply
There are 0 Multiply in 28/10
We move to our next letter in PEMDAS
Step 4
Simplify using Division
PEMDAS → Divide
There are 1 Divide in 28/10
28÷10 = 2.8
This evaluates to 2.8
Simplfy our expression
2.8
Step 5
Simplify using Addition or Subtraction
PEMDAS → Add/Subtract
There are 0 Add/Subtract in 2.8
We move to our next letter in PEMDAS
Final Answer
2.8
What is the Answer?
2.8
How does the Order of Operations Calculator work?
Free Order of Operations Calculator - Evaluates an expression using the order of operations, or PEMDAS or PEDMAS or BEDMAS or BODMAS This calculator has 1 input.
What 6 formulas are used for the Order of Operations Calculator?
What 11 concepts are covered in the Order of Operations Calculator?
addition
math operation involving the sum of elements
division
separate a number into parts
evaluate
To calculate the value of
exponent
The power to raise a number
expression
finite combination of symbols
mnemonic
a device such as a pattern of letters, ideas, or associations that assists in remembering something Examples include ROYGBIV or Rainbow Colors
multiplication
math operation involving the product of elements
operation
A math process
order of operations
a collection of rules that reflect conventions about which procedures to perform first in order to evaluate a given mathematical expression PEDMAS - Parentheses, Exponents, Division, Multiplication, Addition, Subtraction
parentheses
subtraction
math operation involving the difference of elements
Example calculations for the Order of Operations Calculator