Given Sd Ht Sh St
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Mathematics 73 Online
OpenStudy (anonymous):
Consummate the proof; Given: SD is perpendicular to HT; SH is congruent to ST Bear witness: triangle SHD = triangle STD Statement; Reasons; 1. SD is perpendicular to HT 1.Given 2 SDH & SDT are correct angles 2. _________ 3.SH is coinciding to ST 3. __________ 4._________ four. Reflexive Property 5.triangle SHD is congruent to triangle STD 5.__ Moving-picture show in comments
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OpenStudy (anonymous):
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OpenStudy (anonymous):
ฏ๎๎๎๎๎๎๎๎๎๎๎๎๎๎๎๎๎๎๎๎๎๎๎๎๎๎๎๎๎๎๎๎๎๎๎๎๎๎๎๎๎๎๎๎๎๎๎๎๎๎๎๎๎๎๎๎๎๎๎๎๎๎๎๎๎๎๎๎๎๎๎๎๎๎๎๎๎๎๎๎๎๎๎๎๎๎๎ํํํํํํํํํํํํํํํํํํํํํ ฏ๎๎๎๎๎๎๎๎๎๎๎๎๎๎๎๎๎๎๎๎๎๎๎๎๎๎๎๎๎๎๎๎๎๎๎๎๎๎๎๎๎๎๎๎๎๎๎๎๎๎๎๎๎๎๎๎๎๎๎๎๎๎๎๎๎๎๎๎๎๎๎๎๎๎๎๎๎๎๎๎๎๎๎๎๎๎๎ํํํํํํํํํํํํํํํํํํํํํํํํํํํํํํํํํํํํํํํํํํํํํํํํ ค้้้้้้้้้้้้้้้้้้้้้้้้้้้้้้้้้้้้้้้้้้้้้้้้้้้้้้้้้้้้้้้้้้้้้้้้้้้้้้้้้้้้้้้้้้้้้้ ฏ๎๎๎๎๎๎๎๎๎๎๎๎๎๎๎๎๎๎๎๎๎๎๎๎๎๎๎๎๎๎๎๎๎๎๎๎๎๎๎๎๎๎๎๎๎๎๎๎๎๎๎๎๎๎๎๎๎๎๎๎๎๎๎๎๎๎๎๎๎๎๎๎๎๎๎๎๎๎๎๎๎๎๎๎๎๎๎ํํํํํํํํํํํํํํํํํํํํํ ฏ๎๎๎๎๎๎๎๎๎๎๎๎๎๎๎๎๎๎๎๎๎๎๎๎๎๎๎๎๎๎๎๎๎๎๎๎๎๎๎๎๎๎๎๎๎๎๎๎๎๎๎๎๎๎๎๎๎๎๎๎๎๎๎๎๎๎๎๎๎๎๎๎๎๎๎๎๎๎๎๎๎๎๎๎๎๎๎ํํํํํํํํํํํํํํํํํํํํํํํํํํํํํํํํํํํํํํํํํํํํํํํํ ค้้้้้้้
@jaadaanmaarie Exercise you know the 2d reason?
Summary of ways to prove triangles congruent for later on.
OpenStudy (bearding):
and then itd be HL
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Not for reason ii.
OpenStudy (anonymous):
SAS?
How practise we know this: 2 <SDH & <SDT are right angles 2. _________
SAS? No. SAS is a style to testify triangles congruent. That is non what we are doing on step 2. On step 2, we demand the reason for knowing that the ii angles are right angles.
Look up the definition of perpendicular lines in your text.
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OpenStudy (anonymous):
the relationship between two lines which see at a correct angle (90 degrees)
Yes. That means that the reason for step ii is "Definition of Perpendicular LInes" The definition states that perpendicular lines meet to form right angles. So if you know you take perpendicular lines, so you lot tin can get from that that y'all take right angles.
What about this: 3.SH is congruent to ST 3. __________
OpenStudy (anonymous):
given
Yep.
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This? iv._________ 4. Reflexive Property |dw:1446782279409:dw|
OpenStudy (anonymous):
SD=DS??
Seg SD is coinciding to Seg SD The two triangles, if folded about the segment SD would coincide. Point South would fall on itself; aforementioned for bespeak D.
OpenStudy (anonymous):
and the last one would be HL, right?
5.triangle SHD is coinciding to triangle STD five.__ Right: HL Theorem. If the hypotenuse and leg of one correct triangle are congruent to the hypotenuse and corresponding leg of another correct triangle, and so the triangles are congruent.
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OpenStudy (anonymous):
Cheers, Youre crawly. Thanks for taking the time out of your day to help me, God bless
You are welcome.
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Given Sd Ht Sh St,
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