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Instructions

Snakesand laddersMath 6

Roll the dice!

Instructions

Snakesand laddersMath 5

Roll the dice!

Instructions

Snakesand laddersMath 8

Roll the dice!

Instructions

Snakesand laddersMath 8

Roll the dice!

True or FalseThe domain of the function is the set of all possible inputs.

Box 18

Answer: true

x

Box 47

Answer: (-5, 0)

Coordinates of M.

x

If the integers have the same signs then the product will be __________.

Box 1

Answer: positive

x

Box 41

Answer: Multiplicative Inverse

x

The first number in an ordered pair is called the __________

Box 50

Answer: x-coordinate

x

Positive or Negative? Increase in sales.

Box 12

x

Box 55

Explain how to read the graph of a function.

Answer: --

x

Box 55

What are the 4 basic operations in math?

Answer: addition, subtraction, multiplication and division

x

Counting numbers are also called _______________.

Box 7

x

1.67 - 0.03

Box 6

Answer: 1.64

x

Identify the coefficients, like terms and constants in the expression 2y − 6 + 7y.

Box 46

Answer: 2,7 2y, 7y -6

x

A graph relating two quantities represents a ______________ function if with the increase in one quantity, the other quantity decreases.

Box 34

Answer: linearly decreasing

x

341 x 78

Box 25

Answer: 26 598

x

What is the LCM of 5 and 11?

Box 44

x

Box 38

Answer: x = -4

Solve 5x − 2 = 2x − 14.

x

490 divided by 7

Box 47

Answer: 70

x

The answer to a division problem.

Box 24

Answer: quotient

x

The second number in a ordered pair is called the ____________

Box 37

Answer: y - coordinate

x

True or FalseDistance from a city decreasing with time is an example of a linearly increasing function.

Box 37

Answer: false

x

______________ means the usual or common way of solving math problems that such as addition, multiplication, and division.

Box 17

Answer: standard algorithm

x

A graph relating two quantities represents a ______________________ function if with the increase in one quantity, the other quantity also increases.

Box 17

Answer: linearly increasing

x

490 divided by 70

Box 49

Answer: 7

x

True or FalseA function is a nonlinear function whose graph makes a straight line.

Box 33

Answer: False

x

The point where the axes intersect is called the _____________.

Box 5

Answer: origin

x

To find the slope m, find the run by finding the difference between successive ____________.

Box 6

Answer: x-values

x

What do you call the answer to an addition problem.

Box 1

Answer: sum

x

_______________ are the opposite of positive numbers.

Box 28

x

After dividing 360 by 10, how many ones are left?

Box 32

Answer: 0 ones

x

Including 0 to the counting numbers form _____________.

Box 41

x

a. b = b. a

Box 30

Answer: Commutative Property of Multiplication

x

Qhat are the 2 methods in finding the GCF and LCM?

Box 49

x

y − y1 = m(x − x1) is the _______________ of the equation of a straight line.

Box 20

Answer: point-slope form

x

Players start with a token - which represents each of them - in the initial square and take turns rolling the die. The tokens move according to the numbering on the board, in ascending order. If, at the end of a move, a player lands on a square where a ladder begins, they move up it to the square where it ends. If, on the other hand, they land on a square where a snake's tail begins, they move down it to the square where its head ends.If a player rolls a 6, they can move twice in a single turn. If a player rolls three consecutive 6's, they must return to the initial square and cannot move their token until they roll a 6 again. The player who reaches the final square is the winner.There is a variation where, if a player is six or fewer squares away from the end, they must roll precisely the number needed to reach it. If the number rolled exceeds the number of remaining squares, the player cannot move.

INSTRUCTIONS

If the player falls on the bottom of a ladder, they move up to the top square where the ladder ends.

If the player lands on a square where the tail of a snake starts, they go down to a lower square where the headis located.

SNAKES

Ladders

Ladders

SNAKES

What is the LCM of 9 and 15?

Box 33

x

What is the difference between "value" and "place value"?

Box 45

Answer: value = how much, amount place value = position

x

Eve is flying her new kite at the park. A gust of wind causes the kite to drop 5 meters.What integer represents the change in the kite's height?

Box 45

x

The equation of the form ax ± b = cx ± d is an equation having variables on __________ sides.

Box 4

Answer: both

x

A factor tree is a tool that breaks down the number into its ________________.

Box 5

x

Coorinates of T.

Box 49

Answer: (4, -3)

x

Positive or Negative?Temperature below 0°

Box 31

x

TRUE or FALSEPositive numbers are numbers that are less then 0.

Box 35

x

What is teh GCF of 12 and 18?

Box 23

x

Which of the following statement is true? a) the fraction 6/4 has a denominator 4 b) the fraction 1/6 has a numerator 6

Box 2

x

Find the LCM OF 6 and 18.

Box 9

x

What variables are in the graph given below? Also tell how the variables are related?

Box 35

Answer: The axes are Plant growth and Time, and the relation is linearly increasing. The graph tells that the plant growth increases with time.

x

(−13) ∗ 14 =

Box 13

Answer: 182

x

A ____________ is a relation in which each input is related to one and only one output.

Box 5

Answer: function

x

The two axes divide the coordinate plane intofour ____________.

Box 52

Answer: quadrants

x

7 632 + 1 267

Box 13

Answer: 6 365

x

“Multiplying a number by a group of numbers added together (or subtracted) is the same as doing each multiplication separately and adding the results.”

Box 9

Answer: Distributive Property

x

The ordered pair for the origin is (0, 0).

Box 28

Answer: (0, 0)

x

It is the term without any variable.

Box 35

Answer: constant

x

(10 − 7)5

Box 53

Answer: 15

x

(−12) ∗ (−140) ÷ 8 =

Box 23

Answer: 210

x

Box 21

Answer: -4

Solving 5x − 2 = 2x − 14 gives:

x

12.45 - 2.32

Box 26

Answer: 10.13

x

Box 41

Answer: Function Linear Function

Identify whether the data shown in the table represents a function or not. If yes, is the function linear?

x

Solve 5x + 2 − 2x.

Box 20

Answer: 3x + 2

x

341 x 78

Box 8

Answer: 26 598

x

linear or non linear

Box 43

Answer: linear

x

What is the remainder when 325 is divided by 60?

Box 44

Answer: 25

x

The reciprocal of any fraction is like _____________ the numerator and denominator of any given fraction.

Box 13

x

Solve 9x − 4 = −3x + 5 + 12x. How many solutions?

Box 49

Answer: -4 = 5 No solution

x

What is the term used for the number that is being divided in a division problem?

Box 30

Answer: dividend

x

What do you call the answer to a multiplication problem?

Box 36

Answer: product

x

The equation representing ___________functions has at least one variable with degree greater than 1.

Box 45

Answer: non linear

x

Box 38

Answer: area model

x

How many tens are there in 640?

Box 28

Answer: 64

x

Box 55

Parts of a coordinate plane.

Answer: x-axis, y-axis, origin, quadrants

x

Ways to multiply multi-digit whole numbers?

Box 5

Answer: area models, partial products, standard algorithm

x

A graph relating two quantities represents a linearly increasing function if with the increase in onequantity, the other quantity also ___________.

Box 52

Answer: increases

x

What do you have to make sure when adding or subtracting decimal numbers?

Box 43

Answer: decimals are aligned

x

Box 47

Answer: x = 3

For the linear function y = 5x − 3, y = 12

x

These numbers are written with or without “+” sign before the number.

Box 20

x

Players start with a token - which represents each of them - in the initial square and take turns rolling the die. The tokens move according to the numbering on the board, in ascending order. If, at the end of a move, a player lands on a square where a ladder begins, they move up it to the square where it ends. If, on the other hand, they land on a square where a snake's tail begins, they move down it to the square where its head ends.If a player rolls a 6, they can move twice in a single turn. If a player rolls three consecutive 6's, they must return to the initial square and cannot move their token until they roll a 6 again. The player who reaches the final square is the winner.There is a variation where, if a player is six or fewer squares away from the end, they must roll precisely the number needed to reach it. If the number rolled exceeds the number of remaining squares, the player cannot move.

INSTRUCTIONS

If the player falls on the bottom of a ladder, they move up to the top square where the ladder ends.

If the player lands on a square where the tail of a snake starts, they go down to a lower square where the headis located.

SNAKES

Ladders

Ladders

SNAKES

ax ± b = cx ± d

Box 2

Answer: equation with variables on both sides

x

These numbers/integers must have the “-” sign before the number.

Box 43

x

The table of a linear function y = mx + b is a set of i___________ and __________ values presented as a table.

Box 14

Answer: input output

x

The horizontal axis is called the __________.

Box 25

Answer: x-axis

x

The answer to subtraction problem?

Box 20

Answer: difference

x

Listing method and prime factorization are the methods used to find the __________ and _________ of two or more numbers.

Box 4

x

The two axes divide the coordinate plane into_________________.

Box 14

Answer: four quadrants

x

985 -432

Box 4

Answer: 553

x

Positive numbers can be found to the _________ of 0 on the number line.

Box 32

x

_____________ of a function is the set of all possible output values.

Box 28

Answer: range

x

A _________________ is a mathematical expression containing variables and constants related to each other with mathematical operations like addition, subtraction, multiplication or division etc.

Box 8

Answer: variable expression

x

Other term for expanded form or expanding number.

Box 10

Answer: decomposing

x

The equation of a straight line is known as a ______________.

Box 1

Answer: linear equation

x

The ________________ is the number being multiplied with the variable expression.

Box 44

Answer: coefficient

x

A line passes through two points (1,4) and (2,9). What is the slope?

Box 53

Answer: 5

x

What is the result of dividing 0 by 10?

Box 52

Answer: 0

x

Players start with a token - which represents each of them - in the initial square and take turns rolling the die. The tokens move according to the numbering on the board, in ascending order. If, at the end of a move, a player lands on a square where a ladder begins, they move up it to the square where it ends. If, on the other hand, they land on a square where a snake's tail begins, they move down it to the square where its head ends.If a player rolls a 6, they can move twice in a single turn. If a player rolls three consecutive 6's, they must return to the initial square and cannot move their token until they roll a 6 again. The player who reaches the final square is the winner.There is a variation where, if a player is six or fewer squares away from the end, they must roll precisely the number needed to reach it. If the number rolled exceeds the number of remaining squares, the player cannot move.

INSTRUCTIONS

If the player falls on the bottom of a ladder, they move up to the top square where the ladder ends.

If the player lands on a square where the tail of a snake starts, they go down to a lower square where the headis located.

SNAKES

Ladders

Ladders

SNAKES

Box 15

Answer: additive inverse

For any number a, the sum of the number a and its negation (−a) is 0.

x

A positive temperature represents a ____________ temperature as compared to a negative temperature.

Box 30

x

y . (−3 . −4) = (−2 . −3) . −4

Box 43

Answer: Associative Property of Multiplication

x

If with the increase in one quantity, the other quantity does not change, it represents a:

Box 50

Answer: constant function

x

A _______________ that separates whole numbers and numbers that less than 1.

Box 41

Answer: decimal point

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Integers include _________, the _________ and the _________.

Box 26

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Dividing fractions is the same as multiplying by its reciprocal. To divide fractions, take the _________ of the divisor.

Box 1

x

7/8 divided by 1/8

Box 24

x

(−23) + [45 + (−15)] ∗ (−14) − 8 =

Box 24

Answer: -451

x

Find slope using the slope formula:

Box 10

Answer: y2−y1 Slope m = x2−x1

x

For the linear function y = 5x − 3, x = 4

Box 31

Answer: y = 17

x

Before learning to divide multidigit numbers, which mathematical operations you should be fluent in?

Box 31

Answer: addition, subtraction, multiplication

x

128 ÷ 4 ∗ (−14) =

Box 39

Answer: -448

x

Negative numbers can be found to the __________ of 0.

Box 52

x

The __________________ allows you to simplify expressions such as multiplying a number by a sum of numbers.

Box 6

x

Solve 5(2x − 2) = 2(5x − 5).

Box 24

Answer: 10x = 10x (Identity) many solutions

x

These are whole numbers less than 0.

Box 39

x

The first number in an ordered pair tells how far to move ___________________ from the origin.

Box 36

Answer: right or left

x

Box 7

Answer: -48

(−432) ÷ 9 =

x

a + (b + c) = (a + b) + c

Box 31

Answer: Associative Property of Addition

x

A _________________ is a straight line with numbers positioned in equal intervals.

Box 10

x

3y + 5y − 5

Box 33

Answer: 8y - 5

x

To _____________ means to separate or break apart.

Box 33

Answer: decompose

x

4/5 divided by 2/5

Box 15

x

325 divided by 60

Box 46

Answer: 5 r. 25

x

5 774 - 653

Box 39

Answer: 5 121

x

Box 55

x

What is the denominator of any whole number?

Box 53

x

Qhat is the result of dividing 4 tens by 10?

Box 53

Answer: 4 ones

x

Box 38

Answer: -14

28 ÷ 4 + [225 ÷ (−5)] − (−24) =

x

____________ is neither positive nor negative.

Box 14

x

678 + 83

Box 2

Answer: 761

x

The y-intercept in the equation y = −4x − 5 is?

Box 30

Answer: -5

x

Box 21

Answer: 14

(−196) ÷ (−14) =

x

The graph of the function y = 2x + 1 represents:

Box 26

Answer: linearly increasing function

x

In a mathematical expression, ____________ are the terms having same variable with same degree.

Box 45

Answer: like terms

x

An ______________ gives the location of a point on a coordinate plane.

Box 10

Answer: ordered pair

x

149.34 + 50.66

Box 50

Answer: 200

x

Box 21

Answer: Number Bonds method

x

The arrow head on both ends of the number line indicate that _____________________.

Box 50

x

The numbers in an ordered pair are called ___________.

Box 26

Answer: coordinates

x

(3 − 7)10

Box 34

Answer: -40

x

In y = mx + b where m is the _________ and b is the ______________ and whose graph makes a straight line.

Box 39

Answer: slope y-intercept

x

What is the reciprocal of 8?

Box 8

x

True or FalseThe slope of a straight line is runm = rise

Box 46

Answer: False

x

5 774 - 653

Box 12

Answer: 5 121

x

An equation that is true for every value of the variable is known as an _______________.

Box 8

Answer: identity equation

x

a + b = b + a

Box 17

Answer: Commutative Property of Addition

x

If the integers have the same signs then the quotient will be ____________.

Box 6

Answer: positive

x

Box 15

Answer: Place Value Disk method

x

Which city is warmer? Explain why. New York: 4°C or Paris: −4°C

Box 34

x

The position of the value of the digit in a number.

Box 23

Answer: place value

x

True or False:The equation y = x^2 + x + 1 represents a straight line.

Box 13

Answer: False

x

12.081 + 5.001

Box 14

Answer: 17.082

x

Qhat is teh GCF of 25 and 45?

Box 38

x

(10 + 7)5

Box 32

Answer: 85

x

If with the increase in one quantity, the other quantity does not change, it represents a:

Box 36

Answer: constant function

x

What is the meaning of LCM?

Box 18

x

In subtraction, what will happen if the digit in the minuend is less than the subtrahend?

Box 37

Answer: use "borrowing"

x

Analyze the graph of a function: title, axes, relation between axes

Box 25

Answer: x-axis

x

In adding and subtracting multidigit numbers, line up the numbers vertically making sure that the place values match, starting with the __________ place.

Box 34

Answer: ones

x

What is the LCM of 16 and 24?

Box 37

x

What is the GCF of 4 and 12?

Box 47

x

Box 7

Answer: output

The range of a function is the set of all __________ values.

x

_____________________ are numbers that start form 0, 1, 2, 3, 4, 5, ... and will go on and on infinitely.

Box 21

x

If the integers have different signs then the quotient will be ___________.

Box 12

Answer: negative

x

What is the reciprocal of 3/7?

Box 17

x

In the equation y = 2x + 4, if y = 2, then x =________:

Box 32

Answer: -1

x

Box 15

Answer: domain

____________ of a function is the set of all possible input values.

x

The slope-intercept form of a linear equation (or a line) is: _______________

Box 9

Answer: y = mx + b

x

Players start with a token - which represents each of them - in the initial square and take turns rolling the die. The tokens move according to the numbering on the board, in ascending order. If, at the end of a move, a player lands on a square where a ladder begins, they move up it to the square where it ends. If, on the other hand, they land on a square where a snake's tail begins, they move down it to the square where its head ends.If a player rolls a 6, they can move twice in a single turn. If a player rolls three consecutive 6's, they must return to the initial square and cannot move their token until they roll a 6 again. The player who reaches the final square is the winner.There is a variation where, if a player is six or fewer squares away from the end, they must roll precisely the number needed to reach it. If the number rolled exceeds the number of remaining squares, the player cannot move.

INSTRUCTIONS

If the player falls on the bottom of a ladder, they move up to the top square where the ladder ends.

If the player lands on a square where the tail of a snake starts, they go down to a lower square where the headis located.

SNAKES

Ladders

Ladders

SNAKES

Box 7

Answer: 27

567 divided by 21

x

745 divided by 13

Box 18

Answer: 57 r. 4

x

The equation 4x = 3x + 1 has how many solutions?

Box 23

Answer: one solution

x

347.09 - 246.26

Box 9

Answer: 100.83

x

What will happen if the sum of the digits linded up according to their place value is greater than 10?

Box 35

Answer: use "carrying over"

x

8(10 + 4)

Box 18

Answer: 112

x

y = mx + b is the ______________ of the equation of a straight line.

Box 12

Answer: slope intercept form

x

Linseed oil, a natural oil used in paint, freezes at –4°F.Which of these describes the temperature at which linseed oil freezes?below 0°F at 0°F above 0°F

Box 46

x

6/9 divided by 2/3

Box 36

x

What is the meaning of GCF?

Box 25

x

A function is a _____________ function whose graph does not make a straight line.

Box 44

Answer: non linear

x

For any number a, the sum of 0 and the number a is the number itself.

Box 4

Answer: Additive Identity

x

A _______________ is formed by two number lines in a plane that intersect at right angles.

Box 2

Answer: coordinate plane

x