Systems Of Equations Question Preview (ID: 35644)


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Use figure 1: Solve the system of equations by graphing.
a) (-2,4)
b) (2,4)
c) no solutions
d) infinite solutions

Use figure 2: Solve the system of equations by graphing.
a) (0, -3)
b) (2, 3)
c) no solutions
d) infinite solutions

Use figure 3: Solve the system of equations by graphing.
a) (-2, 2)
b) (2, 2)
c) no solutions
d) infinite solutions

Use figure 4: Solve the system of equations by graphing.
a) (0, -1)
b) (1, 0)
c) no solutions
d) infinite solutions

Solve each system algebraically by substitution: Y = x - 8 and Y = 5x
a) (2, 10)
b) (-2, 10)
c) (-2, -10)
d) (2, -10)

Solve each system algebraically by substitution: Y = -x + 9 and Y = 2x
a) (-3,-6)
b) (3, 6)
c) (3, -6)
d) (-3, 6)

Solve each system algebraically by substitution: 4x -3y = 0 and y = x + 1
a) (3, 4)
b) (4, 3)
c) (-3, 4)
d) 4, -3)

Solve each system algebraically by substitution: 4x + 5y = 6 and y = 2x – 10
a) (4, 2)
b) (-4, -2)
c) (2, 4)
d) (4, -2)

Write the two equations for each situation: Ms. Clean bought a washer and dryer for $1200. The washer was $220 more than the dryer.
a) w + d = 1200 and w = d + 220
b) w + d = 220 and w = d + 1200
c) w + d = 1200 and d = w + 220
d) w + d = 220 and d = w + 1200

Write the two equations for each situation then solve: The sum of two numbers is 70. The second is three times the first. Find the two numbers.Bryson and Lilly played a game of darts, and Lilly scored 4 more points than Bryson. The total of their sco
a) Bryson scored 88 points, and Lilly scored 92 points.
b) Bryson scored 92 points, and Lilly scored 88 points.
c) Bryson scored 100 points, and Lilly scored 200 points.
d) Bryson scored 200 points, and Lilly scored 100 points.

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