Opening the book…
Which operations have the lowest precedence in order of operations?
If many operations have the same precedence in an expression, in what order should the operations be performed?
Which operations have the same precedence in order of operations?
After all operations in parentheses have been performed, which operations should be performed next? For the following exercises, perform the indicated calculation.
\(4-5 \times 6\)
\(34-10 \times 6\)
\(18+8 \times 13\)
\(40+12 \times 17\)
\(50 \div 2+8\)
\(72 \div 6+18\)
\(13+4 \times 3^2\)
\(45-6 \times 7^3\)
\(6^2 \times 5-13 \times 9^2\)
\(14^2 \times 8-5 \times 2^4\)
\(450 \div 3^2-56 \div 2^2\)
\(1,000 \div 5^3-7 \times 8^4\)
\(38 \times 6-4+5 \times 18 \div 10\)
\(15 \times 7+23-6 \times 40 \div 24\)
\(600 \div 12 \times 5+40-6^2\)
\(2 \times 12^3 \div 8 \times 3-4^5\)
\(10 \times 6^3 \div 2 \times 5+3^2-240 \div 8 \times 9\)
\(45 \div 15 \times 6+7^2-4 \times 15 \times 18 \div 12 \times 3\)
\((4+3) \times 2\)
\(6 \times(12+8)\)
\((14-25) \times 2\)
\((86-61) \div 5\)
\((3+2)^3\)
\((17-12)^4\)
\((45-60)^2\)
\((90-101)^3\)
\((3 \times 4)^3 \div 8+5\)
\((6-9)^2 \times 5-4\)
\(4-(6+3) \times 5+11\)
\(12+(13-6) \times 8-130\)
\(15 \times(4-1)^2+5 \times(17+2 \times 3)+4\)
\(18 \times(12-6)^4-8 \times(30-14 \times 16)-90\)
\(4 \times(5+2 \times(6+8))+10 \times 3^2\)
3.3.0: Exercises is shared under a not declared license and was authored, remixed, and/or curated by LibreTexts.
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