Name the Property (example: associative property of multiplication) |
1) (1 · (2x - 1)) · -17 = 1 · ((2x - 1) · -17 )
|
2) 1 · (-10x -6 ) = (-10x -6 ) |
3) 11 -11 = 0
|
4) -13 · 1 = -13 |
5) (-18x -10 ) · (-7x - 10 ) = (-7x - 10 ) · (-18x -10 )
|
6) (-16 -11 ) · -4 = -16 · -4 -11 · -4 |
7) (-12 -21 ) · -12 = -12 · -12 -21 · -12
|
8) -19/23 · 23/-19 = 1 |
9) (-10x - 17 ) · 1 = (-10x - 17 )
|
10) 18 + 2 = 2 + 18
|
11) (4 + 20 ) · -12 = 4 · -12 + 20 · -12
|
12) -14 + 14 = 0 |
13) -19/3 · 3/-19 = 1
|
14) (14x +21 ) + 17 = 17 + (14x +21 )
|
15) 12/8 · 8/12 = 1
|
16) (23 -23 ) -12 = 23 + (-23 -12 )
|
17) (-7 -13 ) -7 = -7 + (-13 -7 )
|
18) (-19 · -17 ) · -5 = -19 · (-17 · -5 )
|
19) (9x + 7 ) · 1 = (9x + 7 )
|
20) (11x +22 ) · -11 = -11 · (11x +22 )
|
21) (18 · -8 ) · -11 = 18 · (-8 · -11 )
|
22) 0 + (-24/16x + 13/3 ) = (-24/16x + 13/3 ) |
23) 3/16 · 1 = 3/16
|
24) (20/21 + -6/1 ) · 5/6 = 20/21 · 5/6 + -6/1 · 5/6 |
25) -6/19 + -24/4 = -24/4 + -6/19
|
26) 0 + (-9/13x - 4/9 ) = (-9/13x - 4/9 ) |
27) (-13/16x - -4/14 ) + 10/18 = 10/18 + (-13/16x - -4/14 )
|
28) (24/10 + -9/10 ) + -25/12 = 24/10 + (-9/10 + -25/12 )
|
29) (-3/19x - -13/6 ) + 0 = (-3/19x - -13/6 )
|
30) -23/11 · (6/12x - -11/16 ) = (6/12x - -11/16 ) · -23/11
|