1.) xy + 7 = 7 + xy.....................................Y
2.) xy + 7 = yx + 7......................................T
3.) 7 (x + y) = 7x + 7y..................................E
4.) -4 + 4 = 0..........................................
5.) 1/9(9) = 1..........................................
6.) u + (u + 20) = (u + u) + 20........................S
7.) 5(8n) = (5.8)n.....................................
8.) If a and b are rational numbers,
then a + b is a rational number...................T
9.) w + 0 = w..........................................
10.) w.1 = w..........................................
11.) x (x - y) =x2 - xy.................................E
12.) x (x . y) = x2 . xy................................E
13.) 15 + (k + 4) = 15 + (4 + k)........................Y
14.) 15 + (4 + k) = (15 +4) + k.........................S
15.) 15 - (4 - k)= (15 - 4) - k.............................T
16.) If a and b are rational numbers,
then ab is a rational number.....................T
17.) [-6 . (-1/6)]n = 1 . n...................................A
18.) 8a + ab = a(8 + b)....................................E
19.) w(16w) = w (w . 16)..................................T
20.) w (w . 16) = w2 . 16..................................E
21.) 3x + [10 + (-10)] = 3x + 0..........................T
22.) 2/5 . 5/2 x3 = 1. x3...................................T
23.) 1 . x3 = x3.........................................
24.) 3 (m divided by 12) = 3 (12 divided by m).....T
CLOSURE PROPERTIES: (I) closure property of addition
(L) closure property of multiplication
COMMUTATIVE PROPERTIES: (Y) commutative property of addition
(H) commutative property of multiplic..
ASSOCIATIVE PROPERTIES: (S) associative property of addition
(W) associative property of multiplic...
IDENTITY PROPERTIES: (N) identity property of addition
(O) identity property of multiplication
INVERSE PROPERTIES: (R) inverse property of addion
(A) inverse property of multiplication
DISTRIBUTIVE PROPERTIES: (E)
THE STATEMENT IS FALSE: (T)
please help me because i'm not sure with my answers.
thanks
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