7) Find mzVUT if MVUM =21x-3, M2VUT-35x-4, and MMUT= 69°. A) 5 C) 107 B) 10 D) 171

Q: 4. If a golfer uses a 64° wedge, he will send the ball into the air at an angle of 64°. He is…

A: As per given question  Will he be able to hit the ball over the tree?

Q: Use the table to approximate mZD in the triangle below.

A: The angles and the sides of a triangle are related by the trigonometric functions. Trigonometric…

Q: Suppose that Tis a point on side PQ of APQR. Also, RT bisects ZPRQ, and ZP = 2Q. If Z1 and 2 are the…

A: Consider triangle PQR, As RT bisect angle R, ∠PRT=∠QRT Given that ∠P=∠Q ∠RTP=∠1∠RTQ=∠2

Q: In Circle U, mZR = 38°. What is m2U ?

A: Answer: B. 76o

Q: The area in the Atlantic Ocean known as the Bermuda Triangle is defined by an imaginary triangle…

A:

Q: Prove that every equilateral triangle is equiangular, and vice versa.

A: Prove that every equilateral triangle is equiangular, Proof : In△ABC, AB=BC=AC…

Q: In a right triangle, with legs a and b and hypotenuse c, thePythagorean Theorem states that_________

A: It is given that, In a right triangle with a leg a and b and hypotenuse c.

Q: 1. Which two triangles are congruent by ASA? Explain. Y

A:

Q: 3End any possible angle LB if ZA=30°, a=14 and b=10

A:

Q: Find the smallest angle of AHIJ. J 31 in H 2 103⁰ 32 in

A:

Q: Which paper folding method can be used to form an angle bisector?

A:

Q: What is the maximum number of right angles a triangle can have in (a) Euclidean geometry? (b)…

A: Given that

Q: Given the regular hexagon, find the measure of each numbered angle. O A. mz1 = 30°, m2= 60°, mZ3 =…

A:

Q: Which method listed below would not be used to prove that two triangles are congruent?

A: We know that when all three sets of corresponding angles are congruent then triangles can be similar…

Q: Can you use the angle bisector theorem to solve for mZWYZ?

A: Given Data: The length of side XW is: XW=9 The length of side ZW is: ZW=9 The measure of angle XYW…

Q: Which method can be used to prove that the triangles are congruent?

A: When two lines are intersecting then their opposite angle are equal by vertical opposite angle . Two…

Q: Solve for the missing sides using pythagorean theorem or special right triangle rules. 15 :: 5/3 :…

A: Given here we have given the right angle triangle  we name it right angled  ∆ABC we have to find…

Q: Your friend claims that the SAS Congruence Theorem (Theorem 5.5) will apply to a triangle and its…

A: We know by the SAS congruence theorem Two sides and the included angle of one triangle are…

Q: In right ARST, RS = ST in Figure 5.40. What are the measures of the angles of the triangle? If RT =…

A: Given: In a right triangle RST, RT=122 and RS=ST  as shown in the figure.

Q: Find the angle between 0 and 2pi that is equivalent to 16pi/5

A:

Q: In the figure shown, suppose that ray CD bisects exterior angle ZACE of AABC. If mz1 = 70° and mz2 =…

A: Given figure is: Given that ray CD bisects exterior angle ∠ACE of △ABC, m∠1=70° and m∠2=30°. To…

Q: If AB is not parallel to CD, what is mZB? 134° mZB = Submit

A:

Q: Your friend claims that the SAS Congruence Theorem (Theorem 5.5) will apply to a triangle and its…

A: It is known that the triangle that is obtained after translated, reflected, rotated, and dilated…

Q: In a right triangle, with legs a and b and hypotenuse c, thePythagorean Theorem states that .

A: In a right triangle, with legs a and b and hypotenusec, the Pythagorean Theorem states  that______

Q: 1. Tanya said that if RST separates ZPSQ into two congruent angles, then RST is the bisector of…

A: We will find whether Tanya is correct or not as following .

Q: Why doesn't AAA relationship work, where all three corresponding angles of two triangles are…

A:

Q: Classify AABC by its angles if mZA = x, mZB=2x , and m/C = 3x. right isosceles equilateral obtuse

A: By using property of triangle

Q: Is a triangle with side lengths 7, 4/5 & 2 acute, right, obtuse or not possible?

A: 1.  Given

Q: Construct a triangle with angles 312 and 123 equal to angles ABC and 1/2 ABC respectively. 1 A B-

A: Let <ABC be theta degree.

Q: Type SSS, SAS, ASA, SAA, or HL to justify why the two larger triangles are congruent. Enter

A: The answer is given below:

Q: What is the last step made in constructing an angle that is congruent to another angle?

A:

Q: Find angle NFE * M²GFN = 4x+ 10, mZNFE = 14x + 3, %3D %3D and mzGFE = 157°. Find mNFE. N

A: Given that,∠GFE = 157°WE HAVE TO FIND ∠NFE

Q: What type of trapezoid a) has congruent diagonals? b) has congruent base angles?

A:

Q: Find the missing angles. 161° (18z+ 3)° (5z-3)° ZM and ZL

A: Given, ∠K=161° ∠M=5z-3° and ∠L=18z+3°

Q: Based on the image below, which triangle congruence theorem would prove the triangles congruent?

A:

Q: Suppose that ABCD is a square, and that CDP is an equilateral triangle with P outside the square.…

A: Let We have to draw a house (a square with a triangle on top). Construct in a way that., 1) Point D…

Q: Decide which method, SAS, ASA, AAS, or HL, can be used to prove that the triangles are congruent.

A: Given figure, we have to decide which method can be used to prove that triangles are congruent.

Q: Is there a regular polygon whose angle at the center is 17 °? 7°30'?

A: We first convert 17 1/7 into an improper fraction Then we divide 360 degrees by 170/7 to find the…

Q: What is the third step made in constructing an angle that is congruent to another angle?

A: Steps: 1) Use the straight edge to draw a ray. 2) Set the compass to any comfortable length.

Q: Consider right triangle ABC with C = 90°. If b = 5 and c = 13, find a.

A:

Q: What theorem can be used to prove that AABD ADCA? Explain by naming the corresponding parts of the…

A: We have different congruency theorem to prove the congruency of the two triangles.  Sum of them are…

Q: Find a positive angle less than 360° or 2π that is coterminal with a 17π/3angle?

A:

Q: Which rule explains why these triangles are congruent?

A:

Q: Can you use the angle bisector theorem to solve for m2WYZ? Y 69° W

A:

Q: Suppose that in right triangle ABC with right angle at C, AC=b, AB=c, BC we drop perpendicular from…

A: Given,

Q: Find the positive angle less than 360 degree that is coterminal with a 1226 degree angle.

A: Angle = 1226 mod 360

Q: The sides of an angle inscribed in a semicircle are perpendicular    True or False?

A: As per given condition: We know that straight line makes an angle of 180 degrees. ∠AOC=180∘