Tutors Answer Your Questions about Geometry proofs (FREE)
Question 388116: Given: WX≅WZ; XW⊥XY; WZ⊥ZY
Prove: WY bisects ∠XYZ
Statement:
1. XW⊥XY; WZ⊥ZY (given)
2. ∠YXW and ∠WZY are right angles
3. WX≅WZ (given)
4. YW≅YW
5. ΔXYW≅ΔZYW (HL theorem)
6. ∠1≅∠2
7. m∠1=m∠2 (definition of congruent angles)
8. WY bisects ∠XYZ
Choose the correct reason for statement 8?
Click here to see answer by jerryguo41(162)  |
Question 388115: Given: WX≅WZ; XW⊥XY; WZ⊥ZY
Prove: WY bisects ∠XYZ
Statement:
1. XW⊥XY; WZ⊥ZY (given)
2. ∠YXW and ∠WZY are right angles
3. WX≅WZ (given)
4. YW≅YW
5. ΔXYW≅ΔZYW (HL theorem)
6. ∠1≅∠2
7. m∠1=m∠2 (definition of congruent angles)
8. WY bisects ∠XYZ
Choose the correct reason for statement 6?
Click here to see answer by jerryguo41(162)  |
Question 386305: complete the proof
given: 4x+6/2=9
prove: x=2
statements reasons
a.4x+6/2=9 a._______
b.___(4x+6/2)=2(9) b.multiplication prop.
c.4x+6=18 c._______
d. 4x+6-6=18-6 d._______
e. 4x= ____ e. substitution prop.
f.4x/4=____ f. division prop.
g.______ g. substitution prop.
Click here to see answer by jerryguo41(162)  |
Question 389140: Is there an easier way to understand proofs in geometry? I'm so lost in class because I went late in the year and I can't catch up. I'm passing the class with a 65 but I'm bringing home 30's on my tests. I can't comprehend it and my teacher gave me the site, regentsprep.org but it doesn't focus on anything we're doing in class. Help please?
Click here to see answer by MathLover1(6611)  |
Question 389060: write reasons for the statments of the proof.
Given: B is the midpoint of (line over) AC and (line over) DE.
Prove: (line over) AC ≅ (line over) CD.
Statements: Reasons:
1. B is the midpoint of (line over)AC and (line over) DE. ____________________
2. (line over) BD ≅ (line over BE and (Line over)BC ≅(line over)BA. ______________
3.
4. Triangle CBD ≅ triangle ABE. ______________________________________
5. (line over) AE ≅ (line over) CD. ____________________________________
Click here to see answer by jerryguo41(162)  |
Question 389290: A triangle with interior angles labeled 1, 2, and 3. The exterior angle at 3 is labeled angle 4.
Given: Symbol for angle 4. is an exterior angle of the triangle
Prove: Symbols for the measure of angle 4 = measure of angle 1 plus the measure of angle 2.
Two column proof: Statement 1 says “angle 4 is an exterior angle of the triangle.” Reason 1 says “given”. Statement 2 says “the measures of angles 1, 2 and 3 added together equal 180 degrees.” Reason 2 says “a” indicating this is the first place where a student should provide an answer. Statement 3 says “angles 3 and 4 are a linear pair.” Reason 3 says “b” indicating this is the next place where a student should provide an answer. Statement 4 says “angles 3 and 4 are supplementary angles.” Reason 4 says “If two angles form a linear pair, then they are supplementary.” Statement 5 says “measure of angle 3 plus the measure of angle 4 equals 180 degrees.” Reason 5 says “c” indicating this is the next place where a student should provide an answer. Statement 6 says “ the sum of angles 1, 2 and 3 equal the sum of angle 3 and 4.” Reason 6 says “d” indicating this is the next place where a student should provide an answer. Statement 7 says “the sum of the measure of angles 1 and 2 equal the measure of angle 4.” Reason 7 says “e” indicating this is the next place where a student should provide an answer.
Click here to see answer by richard1234(5390)  |
Question 388777: A man is surveing the landscape at a spot where his eyes are 10,Om above the sea
level. In the sky there is a tiny purple cloud, the inclination of which is 62°above the horizon. The reflection of the cloud from the surface of the sea has an inclination, which is 65° below the horizon.
Find the height of the cloud above the sea level.
Hint: The angles, which the source and reflection form with the surface of the sea, are the same
Click here to see answer by Alan3354(30924)  |
Question 390424: A four-sided figure with two distinct pairs of consecutive sides is called a kite. K(-1,1), I(2,3) T (6,1) and E(2,-1) are the vertices of a kite. In a kite one diagonal is perpendicular bisector of the other find this point.
We have not yet gone over kites so this question troubles me. I don't understand
perpendicular bisectors as I was absent on that day, thank you for your help.
Click here to see answer by ewatrrr(10682)  |
Question 391009: Prove: if diagonal of a parallelogram bisects an angle of the parallelogram, then the parallelogram is a rhombus.(state plan and give proof)
Given: ABCD is a parallelogram with <1 congruent <@.
To prove: ABCD is a rhombus.
Plan:__________________?
i need help with the proofs and reasons...im not very good at this at all! thank youu so much
Heres a picture!
http://i1189.photobucket.com/albums/z426/cwallace2/Casey002.jpg
Click here to see answer by richard1234(5390)  |
Question 397932: Given points A(0,0) B(4,8) and C(6,2) are the vertices of triangle ABC.
A. Show that triangle ABC is an isosceles triangle
B. Find the coordinates of D , the midpoint of the base.
C. Show that CD is perpendicular to AB
Click here to see answer by ewatrrr(10682)  |
Question 397932: Given points A(0,0) B(4,8) and C(6,2) are the vertices of triangle ABC.
A. Show that triangle ABC is an isosceles triangle
B. Find the coordinates of D , the midpoint of the base.
C. Show that CD is perpendicular to AB
Click here to see answer by MathLover1(6611)  |
Question 397907: Given points A(0,0) B(4,8) and C(6,2) are the vertices of triangle ABC.
A. Show that triangle ABC is an isosceles triangle
B. Find the coordinates of D , the midpoint of the base.
C. Show that CD is perpendicular to AB
Click here to see answer by ewatrrr(10682)  |
Question 398226: Dokažite istinitost sljedecih tvrdnji:
1. Svaka ravnina u prostoru jednoznacno je odreena jednom svojom tockom i normalom.
2. Svaka ravnina u prostoru jednoznacno je odreena s tri nekolinearne tocke koje leže
na njoj.
3. Svaka ravnina u prostoru jednoznacno je odreena s dvĽe razlicite tocke i vektorom
u toj ravnini
4. Svaka ravnina u prostoru jednoznacno je odreena s jednom tockom i dva linearno
nezavisna vektora u toj ravnini.
Za svaki od navedenih nacina zadavanja ravnine izvedite opcu jednadžbu ravnine. Može
li se na još neki nacin jednoznacno odrediti ravnina u prostoru pomocu tocaka i vektora
u toj ravnini ?
2
Click here to see answer by robertb(4012)  |
Question 399062: if i am doing indirect proofs could you please explain it to me how to do them because my teacher stinks, she just taught us this yesterday and now we have a test on it, for example,
write an indirect proof,
given:trapezoid ABCD with segment AB parallel to segment DC
prove: angle C and angle D are not both right angles
Click here to see answer by richard1234(5390)  |
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