17. (а, b), (—а, - b) 2Va? + b?

Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter3: Functions And Graphs
Section3.3: Lines
Problem 70E
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#17
5. 2x + 5y = 16; (-2, 4)
6. 2x - 3y = 4; (1, – 1)
%3D
Yes
No
7. y= 3x- 4x+2; (-3, 17) 8. x + y 169;(-2, 12)
No
No
In Exercises 9 to 18, find he distance between the point
whose coordinates are given.
9. (6, 4), (-8, 11)
7V5
10. (-5, 8), (-10, 14)
V61
11. (-4, -20), (–10, 15)
V1261
12. (40, 32), (36, 20)
4V10
13. (5, -8), (0, 0)
V89
14. (0, 0), (5, 13)
V194
15. (V3, V8), (V12, V27)
V38 – 12V6
16. (V125, V20), (6, 2V5)
V161 - 60V5
18. (а — b, b), (а, а + b)
Va? + b2
17. (а, b), (-а, - b)
2Va? + b?
19. (x, 4x), (-2x, 3x), given that x < 0
-XV10 (since x < 0, Vx? = -x)
ne
20. (x, 4x), (-2x, 3x), given that x> 0
of
XV10 (since x > 0, Vx2 = x)
%3D
ter
In Exercises 21 to 26, find the midpoint of the line
ons,
segment with the given endpoints.
22. (-5,-2), (6, 10) G.4)
21. (1,-1), (5, 5)
(3, 2)
23. (6,-3), (6, 11)
(6, 4)
24. (4, 7), (-10, 7)
(-3, 7)
(-3 5 5 57).
26
Transcribed Image Text:5. 2x + 5y = 16; (-2, 4) 6. 2x - 3y = 4; (1, – 1) %3D Yes No 7. y= 3x- 4x+2; (-3, 17) 8. x + y 169;(-2, 12) No No In Exercises 9 to 18, find he distance between the point whose coordinates are given. 9. (6, 4), (-8, 11) 7V5 10. (-5, 8), (-10, 14) V61 11. (-4, -20), (–10, 15) V1261 12. (40, 32), (36, 20) 4V10 13. (5, -8), (0, 0) V89 14. (0, 0), (5, 13) V194 15. (V3, V8), (V12, V27) V38 – 12V6 16. (V125, V20), (6, 2V5) V161 - 60V5 18. (а — b, b), (а, а + b) Va? + b2 17. (а, b), (-а, - b) 2Va? + b? 19. (x, 4x), (-2x, 3x), given that x < 0 -XV10 (since x < 0, Vx? = -x) ne 20. (x, 4x), (-2x, 3x), given that x> 0 of XV10 (since x > 0, Vx2 = x) %3D ter In Exercises 21 to 26, find the midpoint of the line ons, segment with the given endpoints. 22. (-5,-2), (6, 10) G.4) 21. (1,-1), (5, 5) (3, 2) 23. (6,-3), (6, 11) (6, 4) 24. (4, 7), (-10, 7) (-3, 7) (-3 5 5 57). 26
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