Two Variable Equations Tables

Which equation matches the table?

• y = x + 5

• y = 5x

• y = x - 5

• x = y - 0

Write an equation that represents the relationship between the variables in the table.

• d=10t

• t=d-9

• t=10-d

• t=10d

Nancy can type 50 words per minute. Look at the table below to write an equation that matches the data.

• m=50 + w

• w= 50m

• w= 50 + m

• m= 50 - w

The table shows Mckenzie's weekly earnings, y , based on the number of hours she works. Which equation can Mckenzie use to calculate her weekly earnings when she works x hours?

​ (a)  

• y = 12x

• y = 8x + 96

• y = 96x

• y = 96x + 8

The table shows the relationship between ( h ), the number of hours Traci worked and ( p ), the amount she was paid for working those hours. Create an equation that represents the relationship between ( h ) and ( p )?

• p

• 15h

• h+2.5

• p+2.5

• 15p

• h

Write a linear equation to represent the table. (y=mx+b)

Mathematical Equivalence

ON

y= ​ (a)  

Coordinate pair (6,​ (b)   )

Coordinate pair (​ (c)   ,63)​

• 7x

• 42

• 9

• x+7

• x-7

• x+12

• 49

• 56

• 8

The table shows Sandra's weekly earnings, y , based on the number of hours she works. Which equation can Sandra use to calculate her weekly earnings when she works x hours?

​ (a)  

• y = 8x

• y = 5x + 40

• y = 10x

• y = 10x + 80

Which of the equations can be used to describe the pattern in the table?

• 4x = y

• x + y = 4

• x - y = 4

• x ÷ y = 4

Choose the two values missing from the table.

• 3

• 4

• 5

• 6