University:
Bradley University
Course:
MTH 119 | Calculus With Review B
Academic year:

2023
Views:

59

Pages:

9
Author:

Remington Spence

Name: Period: Date: Geometry Chapter 3 Test Review Directions: Identify the following angles from the picture given l || m. 1. A pair of vertical angles $\angle1,\angle4$ 2. A pair of supplementary angles $\angle3,\angle2$ 3. A pair of corresponding angles $\angle1,\angle5$ 4. A pair of same side interior $\angle3,\angle5$ 5. A pair of adjacent angles $\angle1,\angle3$ 6. A pair of alternate interior angles $\angle6,\angle3$ Directions: Find the value of x. (SHOW YOUR WORK!!!!) 7. \[(3x-33)\] \[(2x+26)\] x = 59° 8. \[55\] \[(x+25)\] x = 30° 9. \[(2x-10)\] \[(x+30)\] x = 53.3 10. Label all seven missing labels with the correct measure if n || m. 130/60 0 50 \[130^{\circ}\] n 130/60° \[130^{\circ}\] m 11. Find the measure of each labeled angle. \[\angle1=33^{\circ}\] 38 \[c=83^{\circ}\] be \[44^{\circ}/\] \[L2=52^{\circ}\] \[31^{\circ}\] 28 \[b=97^{\circ}\] 2 \[53^{\circ}\] \[a=55^{\circ}\] $36 Directions: Determine if the lines are parallel. (Remember they have to have the same slope) 12. $n=(2,7)$ and (3, 4), $m=(-3,0);$ and (6, 1) 13. $n=(-4,-3);$ and (-9, -7), $m=(-2,3)$ and (8, 4) not 11 not 11 14. $2x+4y=-4i$ and $6y-5x=12$ not 11 Directions: Determine if the lines are perpendicular. (Remember slopes are opposite reciprocals) $n=(3,-1)$ and (-4, 12), m (2, 7) and (-3, 6) 16. $n=(-9,6),$ and (-7, 16), $m=(-2,7)$ and (3, 6) not 1 1 $7x+2y=14$ and $-4y-x=6$ not 1