Questions 1 - 4: Write an arithmetic expression which achieve the following result. Do
not simplify except to verify your work.
- 1. to the product of 4 and 12 add the square of 3
- (4)(3)+3²
- 2. Double the sum of 2 and 6. Increase the result by 4. Triple this result.
- 2 · (2+6), then 2 · (2+6)+4, then 3 · (2 · (2+6)+4)
- 3. the opposite of the square of 7
- the square of 7 is 7²
- the opposite of this is -7²
- 4. the square of the opposite of 7
- the square of is ( )²
- the square of the opposite of 7 is (-7)²
Questions 5 - 11: Simplify.
5.    6 - 4 x (-2)= 6 - (-8)= 6+8=14
- 6. 2 · (3 + (4 - 7) ÷ 3)=
- 2 · (3 + (- 3) ÷ 3)=
- 2 · (3 + - 1)=
- 2 · (2)=4
7. (6 - 2²)² = (6 - 4)² = 2² =4
    8.    
    9.    
    10.    
    11.    
Questions 12 - 14: Complete.
    12.    Any number to the zero power, other than zero, is ONE.
    13.    Any number to the first power is that number.
    14.    The typed-on-one-line code for the absolute of negative five is abs(-5).
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