SECTION 4.3 Solving Systems of Linear Equations by Elimination^269
41. 42.
6 x+ 6 y=- 79 x+ 4 y=- 3
16 x- 18 y= 1724 x+ 12 y=- 714. 15. 16.
6 x+ 10 y= 03 x- 15 y= 0
4 x+ 5 y= 02 x- 8 y= 0
5 x- 2 y=- 162 x+ y= 817. 18. 19.
3 x+ 5 y= 155 x+ 4 y= 12
3 x+ 2 y= 244 x- 3 y=- 19
5 x- 2 y= 273 x+ 3 y= 3320. 21. 22.
5 x- 6 y=- 204 x+ 5 y=- 16- 3 x+ 6 y=- 9
5 x- 4 y= 15
5 x- 2 y=- 142 x+ 3 y= 2123. 24. 25.
10 x- 4 y= 55 x- 2 y= 3- 3 x+ y=- 12
6 x- 2 y= 24- 2 x+ 6 y= 8
- x+ 3 y= 4
26. 27. 28.
x+ 8 y=- 95 x- 4 y=- 1- 3 x+ 4 y= 17
6 x- 2 y=- 22
6 x- 10 y= 43 x- 5 y= 129. 30. 31.
1
10
x+1
3
y=5
6
1
5
x+ y=6
5
x-7
2
y=- 253 x= 27 + 2 y4
3
x+y=1
3
3 x= 3 + 2 y32. 33. 34.
1.5x-2.6y=- 250.5x+3.4y= 13
1.2x-0.5y=9.22.4x+1.7y=7.61
2x-1
4
y=-3
4
1
3
x+1
2
y=13
6
35. 36.
4 y=- 14 x7 x+ 2 y= 0- 2 x+ 12 = 6 y
x+ 3 y= 637. 38.
24 y=- 15 x- 105 x+ 8 y= 10
8 x= 3 + 6 y4 x- 3 y= 139. 40.
4 x+ 12 = 9 y2 x+ 3 y= 0
5 x+ 3 = 2 y4 x= 3 y- 2EXERCISES 43– 48FOR INDIVIDUAL OR GROUP WORK
The graph shows average U.S. movie theater ticket prices from 2000 through 2008.
In 2000, the average price was $5.39,as represented by the point P2000, 5.39. In
2008, the average price was$7.18,as represented by the point Q2008, 7.18. Wo r k
Exercises 43 – 48 in order.1 2
1 2
RELATING CONCEPTS
‘99 ‘00 ‘01 ‘02 ‘03 ‘04 ‘05 ‘06 ‘07 ‘08
Year5.005.506.006.507.008.00
7.50Source: Motion Picture Association of America.Average Ticket Price(in dollars)Average Movie Ticket PricePIn 2000, Q
the average
ticket price
was $5.39. In 2008,
the average
ticket price
was $7.18.