Using a two-column proof, the given paragraph proof that proves AC = CE can be written as shown in the attachment below. (see attachment for image of the two-column proof).
A two-column proof is simply a table showing two columns.
The left column, you have a statement.
The right column, you have the reason that makes the statement in the left column to be true.
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In this question, we are given a paragraph proof that proves that AC = CE.
Everything we need to prove that AC = CE have already been given in the paragraph proof. All you're to do is to translate or covert the paragraph proof to a two-column proof as shown below:
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1. Statement: AB = CD
Reason: Given
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2. Statement: AB + BC = CD + BC
Reason: Addition Property of Equality
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3. Statement: BC = DE
Reason: Given
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4. Statement: AB + BC = CD + DE
Reason: Substitution Property of Equality
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5. Statement:
AB + BC = AC
CD + DE = CE
Reason: Segment Addition Postulate
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6. Statement: AC = CE
Reason: Substitution Property of Equality
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Hence, the paragraph proof that proves AC = CE can be written as a two-column proof as shown in the attachment below.
Answer: I think its 15 but if you could give me answer choices it would be better
But The answer is 15.
Step-by-step explanation:
Answer:
60%
Step-by-step explanation:
Total Cards = 5
Even Numbers = 3
P(even) = 3/5
<u><em>In %age:</em></u>
=> 60%
Answer:
2(18a-6y)
Step-by-step explanation:
<span>11. 137/100000 = 0.00137
12. 123,067/10,000 = 12.3067
hope it helps</span>