22-2[5+3(6-1)]
can you tell me if this 800. if its not what do i do?
yup the answer is 800. way to go!
22-2[5+3(6-1)]
Remove the inner most parentheses first
22-2[5+3(5)]
Perform the inner most multiplication next
22 - 2[5 + 15]
Do addition inside parentheses
22 - 2(20)
Perform theultiplication
22 - 40
Subtract
-18
Don't listen to emma. She/he is wrong.
22-2*[5+3(6-1)]=
22-2*[5+3*5]=
22-2*(5+15)=
22-2*20=
22-40= -18
To determine if the expression 22-2[5+3(6-1)] equals 800, you need to follow the order of operations (also known as PEMDAS/BODMAS). Here's a breakdown of the steps to solve it:
1. Start by solving the expression within the innermost parentheses: (6-1) = 5.
The expression becomes: 22-2[5+3(5)].
2. Next, calculate the value within the next parentheses: 3(5) = 15.
The expression becomes: 22-2[5+15].
3. Now, you can continue simplifying the expression inside the brackets: 5+15 = 20.
The expression becomes: 22-2[20].
4. Multiply the coefficient outside the brackets by the value inside the brackets: 2 * 20 = 40.
The expression becomes: 22-40.
5. Finally, perform the subtraction: 22 - 40 = -18.
Therefore, the expression 22-2[5+3(6-1)] is not equal to 800. Instead, it evaluates to -18.
If you want to verify the result, you can simply follow the steps I explained and double-check each calculation.