order of operations

Using PEDMAS: 2^4 = 16 New expression: 2 - 8 ÷ (16 ÷ 2) (16 ÷ 2)= 8 New Expression 2 - 8 ÷ 8 8 ÷ 8 = 1 New Expression 2 - 1 2 - 1 = 1

Add 5 and 6 and then multiply by 3 Add 5 and 6: (5 + 6) Then multiply by 3: 3(5 + 6) If you want to evaluate this term, then we type it into the math engine and we get: 33

+÷+(-) Parentheses first( (-) 12 - 6y So we have: +÷+12 - 6y 2y + 5/6y + 12 - 6y Combine like terms: 5/6y - 4y + 12

10 x 12 divided by 9 12/9 1.3333333 Then multiply by 10: 13.33333333

triple the sum of 36 and 6 then add 4 Take this algebraic expression in parts: The sum of 36 and 6: 36 + 6 Triple the sum means we multiply the sum by 3: 3(36 + 6) Then add 4: 3(36 + 6) + 4 If the problem asks you to simplify the algebraic expression, we have: 3(42) + 4 126 + 4 130

Add 8 and 7, and then multiply by 2. Add 8 and 7: 8 + 7 Then multiply by 2: 2(8 + 7) If you want to evaluate this order of operations, then type it in our search engine to get: 30

Multiply 0 by 3 and add 4 multiply 0 by 3: 0 * 3 Then add 4: 0 * 3 + 4 <--- This is our algebraic expression. If we want to evaluate this expression, we type it in our search engine and we get: 4

7 multiplied by the quantity 7 take away 6 Take this algebraic expression in pieces: 7 take away 6: 7 - 6 7 multiplied by the quantity: 7(7 - 6) This is our algebraic expression. If you need to evaluate this expression, we type it in the search engine and we get; 7

4 times 8 to the sixth power 8 to the 6th power: 8^6 4 times this amount: 4 * 8^6 To evaluate this expression, we type it in our search engine and we get: 1,048,576

2 times the sum of 3 and 5 divided by 10 The sum of 3 and 5 is written as: 3 + 5 2 times this sum: 2(3 + 5) Then, we divide this by 10: 2(3 + 5)/10 If the problem asks you to simplify this, you type this expression into our search engine and get: 1.6

Make 19 using only four four's 4!-4-4/4 To prove our work, we have: 4! = 24 24 - 4 = 20 Since 4/4 = 1, we have: 20 - 1 = 19

Use number 7,6,5 and 3 only one time to get 75 We do it using this order of operations: (7 + 5) * 6 + 3 Simplifying, we get: 12*6 + 3 72 + 3 75