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kifflom [539]
3 years ago
8

Write a story. The beginning of your story must start exactly as below. You decide how it’s finishes.

English
1 answer:
disa [49]3 years ago
3 0

Answer:

so here it issss! o v o :o

Explanation:

With fear that something might lurch out at me from the dark, I grabbed a flashlight and quietly crept to the chair next to the door. As the footsteps got louder and louder, I reached out and grabbed the knob and locked it. I leaned my head against the wall and listened, the footsteps had stopped, after a few minutes passed I let out a sigh of relief and went back to bed.

a few moments later there was a knock on my door confused I sat up as soon as I did the knocking became louder and louder the knocking became so loud it was unbearable to stand irritated, I yelled for it to stop the more I yelled at it the more it banged. afraid but angry, I got up, ran to the door and opened it and saw no one there, the only thing left was a bloody cloth with a detached hand.

hope that helps :)

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Answer:

These are the statements and reasons that complete the proof:

1. <u>ABCD is a trapezoid.</u>          

<u />

2. <u>AD || BC. </u>                         2. <u>The two bases of a trapezoid are parallel.</u>

<em><u></u></em>

3. <u>∠ ADE ≅ ∠ CBD.</u>             3. <u>Alternate interior angles are congruent.</u>

4. <u>∠ BDA  ≅ ∠ CAD</u>

Explanation:

Kindly, note that you should have submitted the word bank.

<u><em>1. In the first blank, you must write ABCD is trapezoid.</em></u>

The reason is that it is the information given.

What is given is always the first statment of a  two-column geometric proof.

Next you must use deductions using theorems or postulates.

<em><u></u></em>

<em><u>2. In the second blank, you must write AD || BC.</u></em>

That means that the segment AD is paralled to the segment BC.

In the next blank on that same row, you must write<u> "The two bases of a trapezoid are parallel"</u>, which is the definition of a trapezoid.

<em><u>3. In the first column of the third row you must complete the statement</u></em>:

  • ∠ ADE ≅ ∠ CBD

The reason, which you must write on the right cel, is that alternate interior angles formed by parallel lines are congruent (just as it says in the last cell shown).

Thus, in the next cell you must write the reason: <u><em>Alternate interior angles are congruent.</em></u>

<em><u>4. In the first cell of the fourth row you must write </u></em>

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Because that is the other pair of interior angles formed by the two parallel lines.

Since you have proven that two pairs of angles are congruent, you conclude that the two triangles are similar by the AA postulate (Angle - Angle similarity postulate).

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