In Exercises 9-14, decide whether enough information is given to prove that the triangles are congruent using the SAS Congruence Theorem (Theorem 5.5). Explain. 9. AABD, ACDB 10. ΔΙΜN, ΔΝΟΡ A M B

Q: Given Coor dinates C2,3) (-1,-2) and (-4,3) a.) what is the area Of the triangle b.) what coordinate…

A: (1) Area of triangle = 122-2-3-13-3-43+2=12-30=15

Q: A camera is located at the point (2, 4). The camera can rotate 360 degrees so can see in However,…

A: (a) To determine if the point (4.5,3) is inside the triangle with corners at (3,1), (4,5), and…

Q: 6. If AABC~AMRK, then what is the length of BC? 1xt2= 4X7L 2x +2 4x +2 M K A 9. C

A:

Q: (2, 3.5)

A: Here, the given function is,

Q: Prove that the angle sum of any quadrilateral is  (2*pi) Prove that the diagonals of a rhombus meet…

A: Statements:(1) The angle sum of any quadrilateral is (2*pi)(2) The diagonals of a rhombus meet at…

Q: What is the condition for two central coincides in a triangle to be collinear?

A: A triangle has several significant points, known as its centers, such as the circumcenter, incenter,…

Q: Let ABC be a triangle. Let t, and tg be perpendicular bisectors of BC and AC respectively. A В Using…

A: Draw a triangle ABC and its two perpendicular bisectors in following,

Q: Show that there is no “AAA" congruence theorem by sketching two triangles AABC and ADEF where ZBAC =…

A: Given: We have two triangles which are∆ABC and ∆DEF, Where, ∠BAC≅∠EDF,∠ABC≅∠DEF,∠ACB≅∠DFE

Q: 8. Let AL, BM, and CN be three concurrent Cevians of AABC. Use Menelaus' theorem to prove that AN BL…

A: Menelaus' theorem says, For transversal lines AFL and BFM.(AF/FL) × (LB/LC)×(CM/MA)=1

Q: Use the converse of Ceva’s theorem to prove that the angle bisectors of the interior angles of a…

A:

Q: decide whether enough information is given to prove that the triangles are congruent using the SAS…

A: The equal sides and equal angles of two triangles are shown in diagram above.

Q: prove: two isosceles triangles are similar if and only if their angles at the vertex are congruent

A:

Q: Point B is the intersection of the diagonals in parallelogram REDS. 8 D × R What do the given facts…

A: The objective of the question is to determine the properties of the parallelogram REDS based on the…

Q: 5. Of any 7 points chosen within a regular hexagon whose sides have length 1, show that two are…

A: The Pigeonhole Principal : If n+1 objects are placed into n boxes, then some box contains at least 2…

Q: 6. 7. Circle the incorrect vector property. (Write "none" if applicable.) b) a b= |ba| c) · (dxê) =…

A: Here in the first question we need to check which property is correct in vectors and in 2nd…