Q: 3. Circumscribing the triangle with vertices (-1, -4),(3, -2), (5, 2).
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Q: Find the area of the triangle with vertices P(1,4, –5), Q(0,0, 0) and R(2, 4, 1). NOTE: Enter the…
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Q: 7) Classify the triangle with side lengths: 8, 13, 20 * Acute Right Obtuse
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Q: What do you call a triangle that does not contain any right triangle? a. Oblique triangle b. Acute…
A: This is a problem related to geometry part of the mathematics. Based on the general formula and…
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A: P(1,3,-4)Q(0,0,0)R(3,5,1)
Q: True or False: An inscribed triangle divides the circle into three arcs, 148°, 200° and 12°, then…
A: Given : A triangle divides the circle into three arcs 148°,200° and 12°
Q: Explain what special right triangles are. Draw an example of each and label the special features.…
A: special right triangles explanation
Q: Verify a Polygon:Show that the points form the vertices of the polygon.Right triangle: (4, 0), (2,…
A: A (4, 0), B (2, 1), C (−1, −5)
Q: Classify the triangle as right, acute or obtuse if the lengths of a triangle are 9, 12, 14. How do…
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Q: A triangle with sides 15 , 12 and 15 is an isosceles triangle. sometimes always never cannot…
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Q: 2) Is A P Q R a right angle triangle P(-5,3) Q(-7,8) R(3, 12) and it. name
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Q: True or False The triangle with sides of lengths 6, 8, and 10 is a right triangle.
A: Given:AB=6BC=8AC=10Right triangle We calculate the squares of two low sides and add them
Q: Type SSS, SAS, ASA, SAA, or HL to describe these triangles. Enter 丰 丰
A: We can solve it by the rule of congruent method of triangle.
Q: 6) 8, 12, 14 Acute Right Obtuse Not a triangle
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Q: The side lengths of a triangle are 15,12,9. Is the triangle a right triangle? Yes, the triangle is a…
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Q: Determine whether a triangle with the given side lengths is a right triangle. Not a right triangle…
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Q: The side lengths of a triangle are 10,8,6. Is the triangle a right triangle? Yes, the triangle is a…
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Q: 11, 13, 25 Not a triangle Acute Right Obtuse
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Q: Which triangle is similar to triangle XYZ?
A: We say two triangles are similar if they have the same shape but size may not be the same. i.e. the…
Q: Find the area of the triangle with vertices P(1,5, –4), Q(0,0,0) and R(2, 4, 1). NOTE: Enter the…
A: We know that the expression for the area of the triangle △PQR is: A=12PQ→×PR→ The given vertices of…
Q: agram of right triangle ABC, the
A:
Q: A triangle has sides with lengths of 52 kilometers, 60 kilometers, and 37 kilometers. Is it a right…
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Q: The side lengths of a triangle are 9,15,12. Is the triangle a right triangle? Yes, the triangle is a…
A: The solution is given below
Q: An isosceles right triangle has one Vangle and equal sides.
A: our objective is to find the statement.
Q: The black triangle is the original (x,y) (x+_ y+_)
A: 1) The triangle GTB is the original triangle and triangle G'T'B' is the translational triangle.…
Q: A triangle with side lengths 5, 12, and 13 is a right triangle by the converse of the Pythagorean…
A: Consider a right-angled triangle ABC as shown in the figure. Now, according to Pythagoras Theorem,…
Q: Find the area of the triangle with vertices P(1,4, –4), Q(0,0,0) and R(3, 4, 1). NOTE: Enter the…
A:
Q: Classify the triangle as acute, right, obtuse, or not a triangle. 4. 8 , 28. 6 , 29
A: Given data: The first side of the triangle is a=4.8. The second side of the triangle is b=28.6. The…
Q: Find the lengths of the sides of the triangle given by the points P(2, –1,0) and Q(4,1,1) and R(4,…
A:
Q: A 45-45-90 triangle describes an equilateral right triangle. O True O False
A: Explanation of the answer is as follows
Q: 1 Simple triangle
A: Solution of the problem as follows
Q: Two vertices of an equilateral triangle are located at (2,0)(2,0) and (−2,−3)(−2,−3). What is the…
A: ∴ AB=BC=AC ∴ all sides of an equilateral triangle are equal To find:- perimeter…
Q: The vertices of a triangle are (1, 2, 0), (0, 0, 0), (−2, 1, 0). Determine whether the triangle is…
A: Suppose the given vertices of the triangle be P1 , 2 , 0 , Q0 , 0 , 0 and R-2 , 1 , 0 So, the sides…
Q: Circumscribe a taxicab circle about triangle ABC where A = (4, 0), B = (1, 8), and C = (-6, -2). Do…
A: Given, A(4,0) , B(1.8) and C(-6,-2) Consider the circumscribe a taxicab circle about triangle ABC,
Q: Draw a right triangle. Then draw its three altitudes in color.
A: A right triangle is right angled triangle. one of its angle makes 90 degree. its altitude divides…
Q: A triangle that has vertices (1, 1), (-4, 1), and (3,3) is A. a right triangle В. an isosceles but…
A: Given: Vertices of the triangle (1,1), (-4,1), and (3,3). Properties used: 1- For a right triangle,…
Q: 7. Draw two triangles: • One that is a right triangle • One that is not a right triangle Then,…
A: Right triangle is, Not a right triangle is,
Q: A right triangle can also be an isosceles triangle. True or false? O True O False
A: An isosceles triangle is triangle having two sides of equal length. A right angled triangle is…
Q: Farmula for area of triangle with vertices at (0,0) ,(a1,a2) and (b1,b2)
A:
Q: Can be side lengths of a triangle Cannot be side Lengths lengths of a triangle 10, 15, 6 14.3, 21.6,…
A: Given query is to find each set can be side of triangle or not.
Q: Find the angles of the triangle with vertices: (0,2,0), (2,0,3) and (5,5,5).
A: Use the formula of angle between two vectors to solve this problem.
Q: Draw a triangle with vertices (-1, -7), (5,5), and (-2,1). Show that the triangle is isosceles.
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Q: 15. Explain why a triangle cannot have more than one right angle.
A: we have to slove above question
Q: 3) 11, 13, 25 Acute Right Obtuse Not a triangle
A: Let the three angles of the triangle is A, B and C and the side lengths are a, b and c. The side…
Q: 3. Triangle ABC has vertices , and C(6,-5). Prove that triangle ABC is an isosceles right triangle.…
A: We need to prove that triangle ABC is right angle isosceles triangle.
Q: 8. Classify the triangle as acute, right, obtuse or not a triangle given the sides 12, 8 and 10. * O…
A: A triangle is possible if sum of two sides is greater than third side.
Q: Can this triangle exist? EXPLAIN! 10.5 8.0 4.0
A: Triangle exist if sum of any two side greater than the other side.
Q: Find the area of the triangle with vertices P(1, 4, –6), Q(0,0, 0) and R(3, 4, 1). NOTE: Enter the…
A: topic - area of triangle
Q: True or false The center of a triangle circumcircle always lies inside the triangle
A: Explanation: The centre of the circumcircle is the center of the circumcenter of the triangle.For…
Q: 9. What is the orthocenter of the triangle below? (1, 10) 10- 5- (-5, 2) (7, 2) -5 5
A: Please refer the attached image for complete solution. THANK YOU.
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- Draw a triangle with three acute angles. Construct angle bisectors for each of the three angles. On the basis of the appearance of your construction, what seems to be true?In geometry, an isosceles triangle is a triangle that has two sides of equal length. Sometimes it is specified as having exactly two sides of equal length, and sometimesas having at least two sides of equal length, the latter version thus including the equilateral triangle as a special case.Against this pretext: a)Select a case b)Describe unexpected insight into the selected case. c)Distinguish right angle isosceles in the context of construction. d)Critique the parallel line theorem in the context of isosceles triangle. e)Investigate line drawing in the context of equilateral triangle.Triangle XYZ has vertices X(-3,5), Y(0,2), Z(-4,0). What are the coordinates of the orthocenter of the triangle
- In geometry, an isosceles triangle is a triangle that has two sides of equal length. Sometimes it is specified as having exactly two sides of equal length, and sometimes as having at least two sides of equal length, the latter version thus including the equilateral triangle as a special case.Against this pretext:a) Select a caseb) Describe unexpected insight into the selected case.c) Distinguish right angle isosceles in the context of construction.d) Critique the parallel line theorem in the context of isosceles triangle. e) Investigate line drawing in the context of equilateral triangle.Prove the semi inscribed angle theorem. The measure of a semi inscribed angle in a circle is half the measure of its intercepted arc(A) What are two consequences when we have a wing (three-dimensional) instead of an airfoil (two-dimensional)? Explain Why?
- The figure attached shows an isosceles trapezoid. Give the coordinates of point P without using any new variables. Please explain in detail. Typed response preferred (poor eyesight).Let the triangle ABC and A ', B', C ', the intersections of the tangents to its circumscribed circle at points A, B, C with the extensions of the sides of the triangle. Show that the points A ', B', C 'are collinear. Please if you can give complete solution with drawed figure, thanks in advance for your help.A rectangle us reflected across a vertical line. What is the resulting shape?