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Review of Linear EquationsSketch the graph of each line.1)

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©t A2W0O1g2w YKJuHt4a8 jSSoMfFt9w0aPrjeA bLzLaCy.F F 1AklNlq CrDi6gOhTtzsP rr5eYsEeVrxvPeWdr.m l EM9aXdQeb iwXi6thhj lIRncf3ivnAiet5eM tADl1goeabFrfab 32W.W Worksheet by Kuta Software LLC

Kuta Software - Infinite Algebra 2 Name___________________________________

Period____

Date________________

Review of Linear Equations

Sketch the graph of each line.

1)

y



x

x y

           













2)

y

x

x y

           













3)

x

y

x y

           













4)

x

x y

           













5)



x

y

x y

           













6) 

x

y

x y

           













-1-

(2)

©i j2J0y1Z28 RKJuQtaaP CSjoBf3tiwRahrReP iLCLzCQ.f m kAslLlV vrpiDgxhot5sO WrkeFsuekrfvpeBdG.1 I wMwaSdjet qwsiWtah8 UIgnRfMimnoiht5e6 2AHl7geeUbhreae G2K.A Worksheet by Kuta Software LLC

Write the standard form of the equation of each line given the slope and y-intercept.

7) Slope = 

, y-intercept =  8) Slope = , y-intercept = 

Write the standard form of the equation of each line.

9)

y



x 10)

y

x

11)

y

(

x

)

12)

y

(

x

)

13)



x

y 14)



y

x

Write the standard form of the equation of the line through the given point with the given slope.

15) through:

(

, 

)

, slope = 

16) through:

(

, 

)

, slope = 

Write the standard form of the equation of the line through the given points.

17) through:

(

, 

)

and

(

, 

)

18) through:

(

, 

)

and

(

, 

)

Write the standard form of the equation of the line described.

19) through:

(

, 

)

, parallel to

y

x 20) through:

(

, 

)

, parallel to

y



x

21) through:

(

, 

)

, perp. to

y



x 22) through:

(

, 

)

, perp. to

y

x

-2-

(3)

©h p2n061N2m NK6uHtkag 9Swo3f0tMwbavrGe4 yLqLKCP.8 8 EAAlglb crCi2gohtt1su ArAeisceVrnvJeudR.z R FMIa2ddeJ qwziytKhy dIFn2fRihnVi1t8e4 dA5ligCembkrEar a2W.0 Worksheet by Kuta Software LLC

Kuta Software - Infinite Algebra 2 Name___________________________________

Period____

Date________________

Review of Linear Equations

Sketch the graph of each line.

1)

y



x

x y

           













2)

y

x

x y

           













3)

x

y

x y

           













4)

x

x y

           













5)



x

y

x y

           













6) 

x

y

x y

           













-1-

(4)

©P R220r142k oKquzt8ae LSIoSfBtPwIaXrse3 vLjLpCt.v 3 xAmlYlR fruiVgRhytCsI hr2e3szeargvme4db.G q BM2aAdxee XwEijtMhU KIPndfmiznrirtmes 6A2lwgre4bNrFa1 S2L.A Worksheet by Kuta Software LLC

Write the standard form of the equation of each line given the slope and y-intercept.

7) Slope = 

, y-intercept = 

x

y

8) Slope = , y-intercept = 

x

y

Write the standard form of the equation of each line.

9)

y



x

x

y

10)

y

x

x

y

11)

y

(

x

)

x

y

12)

y

(

x

)

x

y

13)



x

y



x

y

14)



y

x

x

y

Write the standard form of the equation of the line through the given point with the given slope.

15) through:

(

, 

)

, slope = 

x

y 16) through:

(

, 

)

, slope = 

x

y

Write the standard form of the equation of the line through the given points.

17) through:

(

, 

)

and

(

, 

)

x

y

18) through:

(

, 

)

and

(

, 

)

x

y

Write the standard form of the equation of the line described.

19) through:

(

, 

)

, parallel to

y

x

x

y

20) through:

(

, 

)

, parallel to

y



x

x

y

21) through:

(

, 

)

, perp. to

y



x

x

y

22) through:

(

, 

)

, perp. to

y

x

x

y

-2-

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