If m∠4 = (18x - 70)° and m∠5 = (4x - 14)°, What is m∠2? If m∠6 = (7x - 23)° and m∠2 = (10x - 35)°, What is m∠4? Parallel Lines Cut by a Transversal - Solve for x using Equations Randomly generated problems using a computer program paired with one of seven random images of parallel lines. If m∠4 = (11x - 3)° and m∠2 = (3x + 29)°, What is m∠7? If m∠5 = (6x + 60)° and m∠6 = (4x + 90)°, What is m∠4? UNIT OVERVIEW & PURPOSE: The goal of this unit is for students to understand the angle theorems related to parallel lines. If m∠7 = (4x - 84)° and m∠2 = (x + 69)°, What is m∠5? If m∠5 = (3x + 39)° and m∠4 = (9x - 51)°, What is m∠6? If m∠7 = (13x - 16)° and m∠1 = (11x + 4)°, What is m∠8? If m∠7 = (3x + 14)° and m∠1 = (x + 26)°, What is m∠3? Parallel Lines and Transversal Lesson. Practice Problems. If m∠2 = (12x - 69)° and m∠3 = (x + 41)°, What is m∠1? If m∠3 = (9x - 7)° and m∠1 = (x + 57)°, What is m∠8? If m∠2 = (4x - 17)° and m∠7 = (3x + 22)°, What is m∠1? Show Answer. If m∠2 = (15x - 83)° and m∠7 = (2x + 8)°, What is m∠1? If m∠3 = (7x - 12)° and m∠2 = (8x - 33)°, What is m∠5? The angles can be classified as corresponding angles, alternate interior angles, alternate exterior angles, same side interior angles, and same side exterior angles. 1) y x 2) y x 3) y x 4) y x 5) y x 6) y x 7) y x 8) y x-1-©i L2c0 j1e1 2 wKcuXtwaN NSmoFfft DwxaTr1eS OLwLXCZ. If m∠4 = (2x + 36)° and m∠5 = (5x - 3)°, What is m∠2? If m∠1 = (4x - 8)° and m∠3 = (x + 58)°, What is m∠4? Answers should all be correct, but if I messed up something in the code, let me know and I will fix it. This is important not only for the mathematics course, but also in connection to the real world as parallel lines are used in designing buildings, airport runways, roads, railroad tracks, bridges, and so much more. If m∠3 = (x + 62)° and m∠4 = (11x - 38)°, What is m∠1? If m∠3 = (x + 14)° and m∠2 = (3x - 70)°, What is m∠8? Show Answer. Parallel Lines Cut By A Transversal With Answer - Displaying top 8 worksheets found for this concept.. x-5 = 60 x= 65 Problem 2. If m∠6 = (4x + 73)° and m∠7 = (x + 97)°, What is m∠5? If m∠7 = (2x + 7)° and m∠6 = (x + 41)°, What is m∠8? Adjacent anglesshare a common side. If m∠7 = (14x - 59)° and m∠3 = (9x - 14)°, What is m∠4. If m∠6 = (9x + 48)° and m∠3 = (10x + 37)°, What is m∠5? If m∠2 = (6x - 56)° and m∠4 = (x + 89)°, What is m∠8? If m∠3 = (5x - 27)° and m∠7 = (x + 9)°, What is m∠5? If m∠8 = (2x - 73)° and m∠6 = (x - 17)°, What is m∠1? If m∠3 = (4x + 32)° and m∠2 = (x + 38)°, What is m∠4? A line that cuts 2 or more parallel lines is called transversal. 60° 26° 14° 10° 120° Use the following diagram of parallel lines cut by a transversal to answer questions 3 through 9. If m∠8 = (12x + 41)° and m∠7 = (10x + 51)°, What is m∠6? There are 8 angles formed when a transversal cut 2 parallel lines. When two parallel lines are “cut” by a transversal, some special properties arise. If m∠5 = (7x - 95)° and m∠6 = (x - 5)°, What is m∠7? For what value of x will lines l and j be parallel? If m∠8 = (2x + 7)° and m∠3 = (3x - 22)°, What is m∠4? Worksheet 3 Parallel Lines Cut by A Transversal Answer Key from Parallel Lines Cut By A Transversal Worksheet, source: athenacreese.com. If m∠7 = (11x + 31)° and m∠8 = (15x + 19)°, What is m∠5? If m∠5 = (11x + 74)° and m∠6 = (15x + 54)°, What is m∠2? If m∠5 = (13x - 19)° and m∠7 = (x + 17)°, What is m∠4? What is the value of x, shown below? If m∠6 = (18x - 95)° and m∠3 = (4x - 11)°, What is m∠2? The angles can be classified as corresponding angles, alternate interior angles, alternate exterior angles, same side interior angles, and same side exterior angles. If m∠2 = (4x - 45)° and m∠8 = (2x - 9)°, What is m∠6? If m∠6 = (5x - 96)° and m∠2 = (x + 36)°, What is m∠1? In the following figure of two intersecting lines, what is the measure of ∠2? If m∠5 = (x + 80)° and m∠4 = (4x + 35)°, What is m∠8? If m∠5 = (x + 64)° and m∠7 = (7x + 52)°, What is m∠3? If m∠6 = (x + 50)° and m∠8 = (3x - 22)°, What is m∠3? If m∠7 = (4x + 64)° and m∠5 = (14x - 46)°, What is m∠1? Alternate angleslie on opposite sides of the transversal. 38° 58° 71° 142° 42° 2. If m∠2 = (8x - 1)° and m∠4 = (6x + 27)°, What is m∠7? Parallel Lines Cut by a Transversal - Solve for x using Equations Randomly generated problems using a computer program paired with one of seven random images of parallel lines. If m∠7 = (17x - 81)° and m∠8 = (7x + 69)°, What is m∠2? If m∠5 = (15x - 93)° and m∠3 = (3x + 75)°, What is m∠4? If m∠4 = (7x - 25)° and m∠1 = (9x - 83)°, What is m∠2? If m∠2 = (x - 1)° and m∠1 = (2x - 80)°, What is m∠4? If m∠4 = (8x - 50)° and m∠8 = (4x + 26)°, What is m∠2? We will begin by stating these properties, and then we can use these properties to solve some problems. If m∠1 = (x + 59)° and m∠5 = (2x - 2)°, What is m∠3? If m∠8 = (12x - 91)° and m∠4 = (2x + 89)°, What is m∠3? If m∠2 = (8x - 18)° and m∠3 = (16x - 66)°, What is m∠1? If m∠6 = (10x - 57)° and m∠5 = (7x - 18)°, What is m∠4? If m∠2 = (5x + 39)° and m∠4 = (2x + 99)°, What is m∠7? Lines P and V are parallel, what is the value of x? Since the labeled angles are alternate interior ones, they are congruent. Parallel Lines Cut by a Transversal I. If m∠3 = (x + 46)° and m∠2 = (3x - 6)°, What is m∠7? If m∠6 = (8x + 38)° and m∠7 = (14x + 32)°, What is m∠5?

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