Add/Subtract Rational Numbers
Evaluate an Expression
Combine Like Terms
Distributive Property
Write an Expression
100

85 - 93

-8

100

4c - 3 
When c = -2

-11

100

5x - 9 - 8x + 4

-3x - 5

100

What should you remember when you see 2(3x + 7)?

Various

100

What are equivalent expressions?

Various Answers

200

23 - (-24)

47

200

1/3 x + 5

When x = -6

3

200

What would be a good strategy for combining like terms?

Various

200

 Solve: 

-3 (4x + 12)

-12x - 36

200

A submarine is sitting at 450 feet below sea level. It ascends 185 feet to take readings at a volcanic ridge. After taking readings, it drops 230 feet to collect soil samples. Finally, it rises another 90 feet to avoid the current. Write an expression to show the submarines' final elevation relative to sea level. 

-450 + 185 - 230 +90

300

-8.6 + 7.2

-1.4

300

0.3 x - 4m

When x = 20 and m = -2

14

300

1/2 y + 2/3 - 3/4 y - 1/6

-1/4 y + 1/2

300

Solve:

-4 (1.5y - 3)

-6y + 12

300

At a football game, the team starts at the 20 yd line. On the 1st play, they lose 12 yards. The next play they gain 4 yds. Finally the quarterback throws a pass for 38 yds. Write and expression and solve what is the total net yardage of the drive? 

-12 + 4 + 38
They gain a total of 30 yards.

400

If a submarine descends 20.6 meters then ascends 5.7 meters. What is the depth of the submarine?

-14.9 Meters

400

-50 + 5/13 x

When x = -26

-60

400

3/5 x - 7 - 7/5 x + 4

-4/5 x - 3

400

Solve: 

1/2 ( -14 + 3x)

-7 + 3/2x

400

Write an expression that represents the weight of an object that weighs 12 pounds and increases 1/2 pound each month. (m)

1/2 m + 12 or 12 + 1/2 m

500

Mr. Martinez climbs a mountain to an elevation of 135 1/2 meters. He then climbs down 27 1/4 meters to eat lunch. What is the elevation that he is eating lunch?

108 1/4 meters

500

8.4 n - 3.2 x

When n = 2 and x = 4

4

500

- 2/3 a + .25b - 4/3 a - 5/8 b

-2a - 3/8 b

500

Solve:

0.75 ( -6 - 16y + 18)

9 - 12y or -12y +9

500

Write an expression to determine the total weight of (b) baseballs that weigh 5.25 ounces each and (s) softballs that weigh 6.5 oz each.

5.25b + 6.5s or 6.5s + 5.25b

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