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Acc Algebra 2
1. Name the property that Justifies each step in the simplification below. 1/2[(x+2)+(x)]=1/2[x+(x+2)] a.__?__ =1 /2[(x=x)+2)] b.__?__ = 1/2(0+2) c.__?__ = 1/2*2 d.__?__ =1 e.__?__ My answers a. Communitive Property
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What is the value of x? Justify each step. AC=32 2x 6x+8 .__________________._________________. A B C Drawing not to scale AB + BC = AC a.segment addition postulate 2x + 6x + 8 =32 b.substitution 8x + 8 = 32 c.simplification 8x =
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What is the value of x? Justify each step. AC=32 2x 6x+8 .__________________._________________. A B C Drawing not to scale AB + BC = AC a.segment addition postulate 2x + 6x + 8 =32 b.substitution 8x + 8 = 32 c.simplification 8x =
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How do I state which property of exponents justifies each step of this simplification?: 3^2x^6z^10/2^2y^18*x^4y^4z^4/5z^3*27z^6/2^2x^2y^3 Im really stuck on this problem, I've managed to figure out the first 5 problems but this
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1. Justify the solution to (x5)=56+6(x5) by matching a property to each step. Step 1: 4(X5)=56 Step 2: X5=14 Step 3: X=9 A addition property of equality B subtraction property of equality C multiplication property of
asked by Im gonna start crying on September 5, 2017 
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Jade used mental math to multiply 7(52) . She used the following steps: First step: 7(50 + 2) Second step: 7(50) + 7(2) What property does this represent? A Associative Property B Additive Inverse Property C Commutative Property D
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consider the steps to simplify the expression. Which property is used to reach Step 3? Expression: 4 3 7 + 7 + (3 4 7 ) Step 1: = 4 3 7 + (3 4 7 ) + 7 Step 2: = 4 + ( 3 7 ) + (3) + ( 4 7 ) + 7 Step 3: = 4 + ( 3 7 ) + (
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Tom is showing his work in simplifying (5.2 – 8.5) – 0.5 + 6.8. In which step did Tom make an error? Step 1:: (5.2 – 8.5) – 0.5 + 6.8 Step 2: 5.2 + (–8.5 – 0.5) + 6.8 (distributive property) Step 3: 5.2 – 9 + 6.8
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Miranda simplified an expression using the steps below: 1. 43 + (57 + 69) 2. (43+57) +69 3. 100 + 69 4. 169 Which property makes step 1 and step 2 equivalent expressions? A. Associative Property of Addition B. Commutative Property
asked by FNAF Girl on September 5, 2018 
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m∠2 + m∠3 + m∠4 = 180°/ reason: Given? m∠1 + m∠2 = 180°/reason: Supplementary Angle definition m∠1 + m∠2 = m∠2 + m∠3 + m∠4/reason: Substitution property equality m∠1 + m∠2  m∠2 = m∠2 + m∠3 + m∠4
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