143° a 85% e m kh bo 48°

Q: What name could you give angles a and b? Select all that apply. O adjacent Linear Pair O vertical O…

A: Two angles are said to be adjacent when they have a common side and a common vertex and don't…

Q: Which angles are supplementary to 23? Select all that apply. 34 2 1 6. 24 25 27 28 Submit

A:

Q: What can you conclude from the information in the diagram? U T R 1. PQ PR 2. ZRUT is a right angle.…

A: Given diagram is

Q: Using the given and the figure below, find the measure of the following angles. Write your answer on…

A:

Q: questions, name the relationship between angles a and b: a r Vertical (V). Use the most specific…

A: Given that:

Q: Choose Vertical or Adjacent to tell how each pair or angles 4

A: The given diagram are:

Q: Which angles are vertical to each other? Select all that apply. 11 10 12 2 15 14 16 13 6. 28 and 24…

A: Answer :  ∠1 and ∠3 ∠15 and ∠13 ∠4 and ∠2

Q: Which angles are vertical angles? W ZSTW and XWY ZSTW and UTR ZWT and ZUTW ZWY and ZVWT

A: From the given figure, we have to the vertically opposite angles

Q: 5T Which angle will be coterminal to 3 - 3. T - 3

A:

Q: In the diagram below, ABC || DEFG . Transversal BHE and line segment HF are drawn. D G If mzHFG =…

A: m∠HFG = 130 and m∠EHF = 70

Q: Find the measures of the angles ß, y, and 8. If a = 27° and all angles are on the interval [0°,…

A:

Q: 9. Given a = (1, 2, — 3), b = (- 12, 13, 7) then a + 3b = b. (- 35, 41, 18) a. (-11, 15, 4) c. (3,…

A: 9. a=(1,2,-3)b=(-12,13,7)

Q: 7. 40

A:

Q: Which angle is supplementary to 26? 8. 15 4 14 16 1 11 10 12 22 Z16 23 25 13

A:

Q: y is AABC ~ ADEC? Use the drop-down menus to explain your answer. C Choose... equilateral A B obtuse…

A: From the given figure, we can say that LDEC=90°.

Q: Find the missing angles. 35 m/1 =

A: The given figure is a kite.  We know that the diagonals of a kite intersect at 90 degrees.  That…

Q: What kind of angles are a and b? O supplementary O Complementary

A:

Q: ABC is a triangle and A = (2, 3, 5), B = (-1, 3, 2) and C = (2, 5, µ). If the median through A is…

A: