Mathematics
Mathematics, 19.07.2019 09:50, nadiarose6345

If abc = mno and mno = pqr then abc by the transitive property

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Mathematics, 26.06.2019 06:00, amandafroman
|1| identify the property shown. 3 x (k + 4) = 3 x k + 12 a. transitive b. associative c. commutative d. distributive |2| which is an example of the distributive property? a. 9 x (t + 5) = 9t + 45 b. 9 x (t + 5) = (t + 5) x 9 c. 9 x (t + 5) = ( 9 x t) + 5 d. 9 x (t + 5) = 9t + 5 |3| identify the property shown. 6 x w + w x 6 a. transitive b. associative c. commutative d. distributive |4| which could be next step in simplifying this expression if you wanted to use mental math? 24 + (6 + 29) a. 24 x 6 + 24 x 29 (use the distributive property) b. 24 x 6 + 29 (use the associative property) c. (24 + 6) + 29 (use the associative property) d. 24 + 6 x 29 (use the commutative property) |5| which property justifies this statement? r(s + t) + rs + rt a. associative b. distributive c. symmetric d. transitive this is all from k12| if you get something wrong i will tell you so when others view this they get the correct answer! good luck!
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Mathematics, 06.07.2019 07:30, NobleWho
Name the property: 3x+5x (3+5)x transitive property of congruence symmetric property of congruence reflexive property of equality symmetric property of equality addition property of equality division property of equality substitution property transitive property of equality multiplication property of equality distributive property < --correct answer reflexive property of congruence subtraction property of equality
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Mathematics, 08.07.2019 19:00, natalie2sheffield
F90 = x, then x = 90. a addition property b division property c distributive property d multiplication property e reflexive property f subtraction property g substitution property h symmetric property i transitive property
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Mathematics, 18.07.2019 05:30, alexandergoetz4857
In the diagram shown, cd = bc and bc = ab. choose the reasons that best support the following reasoning used to show that x = 11. 1. cd = bc and bc = ab; therefore, cd = ab 2. cd = ab, ab = x, and cd = 11; therefore, 11 = x 3. 11 = x; therefore, x = 11 a. 1. substitution property 2. transitive property 3. symmetric property b. 1. transitive property 2. substitution property 3. symmetric property c. 1. symmetric property 2. substitution property 3. transitive property d. 1. transitive property 2. symmetric property 3. substitution property
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If abc = mno and mno = pqr then abc by the transitive property...

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