practice set 5: order of operations with distribution\n$2^{3}+17 - 4(7×2)+5×9+44÷4+7^{0}-2(4+3^{2})$\nwhat…

practice set 5: order of operations with distribution\n$2^{3}+17 - 4(7×2)+5×9+44÷4+7^{0}-2(4+3^{2})$\nwhat is the value of the given expression?\n○ $-70.25$\n○ $0$\n○ $6$\n○ $26$
Answer
Explanation:
Step1: Calculate all exponents
$2^3=8$, $7^0=1$, $3^2=9$ Expression becomes: $8 + 17 - 4(7 \times 2) + 5 \times 9 + 44 \div 4 + 1 - 2(4 + 9)$
Step2: Solve parentheses
$7 \times 2=14$, $4 + 9=13$ Expression becomes: $8 + 17 - 4(14) + 5 \times 9 + 44 \div 4 + 1 - 2(13)$
Step3: Perform multiplication/division
$4(14)=56$, $5 \times 9=45$, $44 \div 4=11$, $2(13)=26$ Expression becomes: $8 + 17 - 56 + 45 + 11 + 1 - 26$
Step4: Do left-to-right addition/subtraction
$8+17=25$; $25-56=-31$; $-31+45=14$; $14+11=25$; $25+1=26$; $26-26=0$
Answer:
0