Algebraic Product
Collecting Like Terms
Writing Sums as Products
Coefficients
Worded Problems
100
What is: 3y x y2 x 4
12y3
100
Find by collecting like terms: -xy + 3xy +10xy
-12xy
100
What is: a + a + a + a + a
5a
100
What is the coefficient of x? 4x +3y
4
100
If John is x years old, how old was he five years ago?
x - 5
200
What is: 4s x 12s3
48s4
200
find by collecting like terms: 7w +6w + 3w +8w
24w
200
What is: z + 9z + 8z - 2z
16z
200
What is the coefficient of y? 1 + 3y + 1x
3
200
If Lia had x cakes and was given 3 more. how many did she have?
x + 3
300
What is: -3x x 5x
-15x2
300
3z3 +z3
4z3
300
What is: 20f + 2f - 35f + 2f
-11f
300
What is the coefficient of y and xy? 2y +3w + 7xy
2 and 7
300
If Lucas has $300, spends x, then sells something for $17, how much money does he have?
300 - x +17
400
What is: 7g2 x 4g2 x 2g3
56g7
400
Find by collecting like terms: 3p +wx - 7wx - p
2p -6wx
400
What is: 4x2 + 3x2 + 2x2
9x2
400
Find the coefficient of x2: 1x + 2y - 3x2 + 17x +2
-3
400
If Katy walked x km in 40 minutes, how far did she walk in 2 hours?
3 * x
500
What is: (6y)2
36y2
500
Find by collecting like terms: -3f -3 + 2a + 3a -7 + 12f
9f - 10 + 5a
500
What is: m2 + 4m2 + 7m2 - 8m2
4m2
500
Simplify by collecting like terms and find the coefficient of y5 y3 x 7y2 + 2p2 + q +3y
7
500
Mark usually starts work at x in the morning and finishes at 13:00. On Thursday he was given a double shift. How long did he work for?
2 (13:00 - x)
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