Name the Factors
Complete the Equation
Input/ Output Tables
Solve Algebraic Equations
Grab Bag
100
What are all the factors of 6?
1,2,3,6
100
If CxD= 20, then DxC=
20
100
Input 5 8 11 14 Output 15 N 33 42 Solve for N.
Rule in Words: Multiply the input by 3 Equation: I x 3= O N= 24
100
Solve for the unknown 4m= 36
4 x _ =36 4 x 9 = 36 m=9
100
Albert ran 3 laps around the track. Valerie ran twice as many laps as Albert. Blue ran 4 times as many laps as Valerie. How many laps did Blue run?
Albert= 3 laps Valerie= 2 x 3= 6 laps Blue= 6 x 4= 24 laps
200
What are all the factors of 12?
1,2,3,4,6,12
200
If (6x3) + (6x2)= 30, then 6(3+2)=
30
200
Input 36 28 20 __ Output 9 7 5 3 Write the equation and solve for the unknown.
Rule: Divide the input by 4 Equation: I/4= O Unknown = 12
200
Solve the equation 70=7r
70= 7 x r 70= 7 x 10 r= 10
200
Name the property and solve for the unknown 543 x 2,432= 2,432 x n
Property: Commutative Property n= 543
300
What are all the factors of 16?
1,2,4,8,16
300
There are 24 students in a classroom. There are 8 identical tables to place students at. How many equal groups of students can sit at each table?
24= 8t or 8xt=24 There are 3 students at each table.
300
Input 3 5 7 9 Output 9 11 13 T Solve for T and write the rule in words.
Rule in Words: Input plus six equals output. T= 15 Equation: I + 6 = O
300
Solve for the variable 25 x 0= y
25 x 0= 0 y= 0
300
Name the property and solve for the unknown 6x (3+4)= p
Property: Distributive Property 6x (3+4)=p 6x 7=p 42=p
400
What are all the factors of 28?
1,2,4,7,14,28
400
A checkerboard has 36 squares. There are 9 squares down. How many squares are there across?
36= 9s or 36/9=s There are 4 squares across
400
Input Output _ 4 3 6 4 _ 5 10 Solve for the two unknowns and write an equation.
Rule in words: Input multiplied by two equals output Equation: I x 2 = O Input unknown: 2 Output unknown: 8
400
Solve for the unknown h= 14 + (8x5)
h= 14 + (8x5) h= 14 + 40 h= 54
400
Solve. Ricardo bought 5 Twizzlers for 4 cents and 6 Twix bars for 10 cents. How much money did Ricardo spend?
(5 x 4) + (6 x 10)= m 20 + 60 = m 80 = m Ricardo spend 80 cents/ $ .80
500
What are all the factors of 22?
1,2,11,22
500
An ice cream shop serves 4 kinds of ice cream, 6 kinds of toppings, and 2 kinds of cones. How many different ice cream combinations are possible with one of each kind of item?
4x6x2= 48 We multiply the factors to figure out the possible combinations. We could also use a table or tree diagram to solve.
500
Input Output 64 8 48 6 32 4 _ _ Give two numbers that would work in this table, write the rule in words, and write the equation.
Rule in Words: Input divided by eight equals output Equation: I/ 8= O Check individual answers for pairs that could work.
500
Solve for the variable 8b+ b= 63
8b+ b= 63 9b= 63 9x b=63 b= 7
500
Extended Response: Mrs. Varas would like to put new flooring in her dining room and kitchen. The dining room is 4 yards by 6 yards and the kitchen is 3 yards by 5 yards. How many square yards of flooring will Mrs. Varas need to redo her floors? Write the equation you used to solve and explain your process.
Mrs. Varas would need to find the area of each room and then add the area of each room to find the total area. Equation: (4 x 6) + (3 x 5)= total square yards 24 + 15 = 39 square yards of flooring
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