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FreezingTNT
Username
FreezingTNT
Score
92
Membership
Stats
Questions
17
Answers
0
18 Questions
0 Answers
+1
707
0
+92
Geometry Proof
Using Prop 35 from Book 1 of Euclid's Elements as the shattering point, make an argument that the area of a parallelogram is well expressed by the formula A = bh. Plus, also use Prop 41 from Book 1 of Euclid's Elements to help you out on your
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FreezingTNT
Oct 31, 2018
+1
849
1
+92
Geometry Problem
If the two lines are parallel, m∠5 = ⅓, find x, x² - 1 and if m∠3 = x² - 8/3, find x, m∠4 and m∠6.
Answer below in the comments if you want!
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FreezingTNT
Sep 19, 2018
+1
843
1
+92
Geometry Problem
If ∠8 ≅ ∠1, m∠5 = ⅓x² + ⅔x - ⅔, and ∠4 is ⅓ of a right angle, find x and m∠1.
Answer below in the comments if you want!
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FreezingTNT
Sep 19, 2018
+1
887
1
+92
Geometry Proof
If a line meets two parallel lines and is perpendicular to one of them, prove that it is perpendicular to the other.
Answer below in the comments if you want!
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FreezingTNT
Sep 19, 2018
+1
870
1
+92
Geometry Proof
Two line segments, AB and CD, bisect one another at point 0. Prove that the lines AC and BD are parallel.
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FreezingTNT
Sep 19, 2018
+1
786
0
+92
Help Me on Geometry PLZ
Given three line segments such that the sum of any two is greater than the third, construct a triangle whose sides are equal to the given three segments.
FreezingTNT
Sep 12, 2018
+1
4
1775
1
+92
Please Help Me on This Geometry Proof
Prove that in an isoceles triangle two of the medians (the lines drawn from the vertex to the midpoint of the opposite side) are congruent.
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FreezingTNT
Sep 11, 2018
+1
742
0
+92
Please Help Me on This Geometry Question
Given three line segments such that the sum of any two is greater than the third, construct a triangle whose sides are equal to the given three segments.
FreezingTNT
Sep 11, 2018
+1
930
1
+92
Geometry Question
Triangle ABC has side AB extended in the direction of B to E. m∠CAB = 15x - 92x - 25) and m∠CBE = 125°. Find all possible values of x.
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FreezingTNT
Sep 9, 2018
+1
1194
2
+92
Geometry Question
AB and CD meet at point E. m∠AEC = 18 + 5x. Find m∠BEC, m∠BED, and ∠AED in terms of x.
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FreezingTNT
Sep 9, 2018
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