irregular polygons

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irregular polygons Polygons with sides of different lengths.

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irregular polygons. Polygons with sides of different lengths. inscribed polygon. A polygon, all of whose vertices are points on a circle or other figure. isosceles triangle. A triangle in which two of the three sides are the same length. juxtapose. 5n means 5 * n ab means a * b. - PowerPoint PPT Presentation

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Page 1: irregular polygons

irregular polygons

Polygons with sides of different

lengths.

Page 2: irregular polygons

inscribed polygon

A polygon, all of whose vertices are points on a circle or other

figure.

Page 3: irregular polygons

isosceles triangle

A triangle in which two of the three sides are

the same length.

Page 4: irregular polygons

juxtapose

To place side by side in an expression to indicate multiplication.

5n means 5 * n

ab means a * b

Page 5: irregular polygons

key sequence

A set of instructions for performing a particular calculation or function with a calculator.

14 [+] 37 [=] 51

Page 6: irregular polygons

kilogram (kg)

Measures the unit of

mass.

Page 7: irregular polygons

kilometer (km)

A unit equal to 1,000 meters.

1 kilometer is equal to 11 football fields

Page 8: irregular polygons

kite

A quadrilateral with exactly two pairs of adjacent congruent sides.

Page 9: irregular polygons

kite

A quadrilateral with two pairs of

adjacent sides that are the same

length.

Page 10: irregular polygons

label

Descriptive word or phrase used to put numbers in

context.

24 children27 ducks

30 cents

3 o’clock

1 kg

Page 11: irregular polygons

landmark

Numbers that are familiar and can be used to solve other

unfamiliar problems.

Page 12: irregular polygons

landmark

A measure of data.

medianmode

maximumminimum

range

Page 13: irregular polygons

least common

denominator

The least common multiple of the

denominators of every fraction in

given collection of fractions.

Page 14: irregular polygons

least common multiple

The smallest that is a multiple of two or more

numbers.

Page 15: irregular polygons

leg of a right

triangle

A side of a right triangle that is

not the hypotenuse.

Page 16: irregular polygons

length

The longer side of a rectangle

or a rectangular

object.

Page 17: irregular polygons

line

A straight path that extends infinitely in

opposite directions.

Page 18: irregular polygons

line graph(broken-line

graph)

A graph in which points are

connected by a line or line segment to

represent data.

Page 19: irregular polygons

line of

reflection (mirror line)

A line that divides a figure into tow halves that re mirror

images.

Page 20: irregular polygons

line of symmetry

A line that divides a figure into two halves that are mirror

images.

Page 21: irregular polygons

line of symmetry

A line through a symmetric figure. Each

point is one of the halves of the figure is

the same distance from this line as the

corresponding point in the other half.

Page 22: irregular polygons

line symmetry

A figure has line symmetry if a line can be drawn through the figure that divides into two parts so that both

parts look exactly alike, but facing in opposite

directions.

Page 23: irregular polygons

line plot

A sketch of data in which checkmarks, X’s

or stick-on notes above a number line

show the frequency of each value.

Nu

mb

er

of

child

ren

0 1 2 3 4 5X X X X X

X X X X X

X X

Page 24: irregular polygons

line segment

A straight path joining two

points called endpoints of the

line segment.

Page 25: irregular polygons

liter (L)

A unit of capacity equal to 1,000

milliliters. A liter is larger than a

quart.

Page 26: irregular polygons

long

The base-10 block

consisting of 10 cm cubes.

Page 27: irregular polygons

map legend

A diagram that explains the

symbols, markings and colors on a

map. Also called a map key.

Page 28: irregular polygons

map scale

A rate that compares the

distance between two locations on a

map with the actual distance between

them.

Page 29: irregular polygons

Math Boxes

Review problems and practice

skills.

Page 30: irregular polygons

Math Journal

Student books used to practice and learn

skills.

Page 31: irregular polygons

Math Message

Actives to start at the beginning of the math lesson.

1.1

Math Message 1.1 We are going to mark school days on a number line.Where would you mark today on the number line?

Page 32: irregular polygons

mathematics

A study of relationships among numbers, shapes, systems, and patterns. It is used to count, measure

things, to discover similarities and

differences between them, to solve problems, and to learn about and organize

the world.

Page 33: irregular polygons

maximum

The largest amount; the

greatest number in a set of data.

{3, 2, 8, 1, 9, 2} is 9

Page 34: irregular polygons

measurement unit

The reference unit used when measuring

length, weight, capacity, time or

temperature.

Page 35: irregular polygons

mean

A typical or middle value for

a set of numbers. It is the average.

2, 4, 5, 9, 10 = 3030 ÷ 5 = 6

The mean is 6

Page 36: irregular polygons

median

The middle value in a set of data

when the data is listed in order.

2, 35, 65, 77, 80, 100, 205

Page 37: irregular polygons

memory

Mechanical or electronic storage of

information for later recall.

Page 38: irregular polygons

memory keys

Keys to manage a

calculator’s memory.

Page 39: irregular polygons

memory key

The [M+], [M-], and [MRC] calculator keys. The [M+] key is

used to add a number to the number stored in the

calculator's memory; the [M-] key is used to subtract a

number from the number in memory. The [MRC] key,

pressed once, displays the number currently stored in memory; when the key is

pressed twice, the calculator's memory is cleared.

Page 40: irregular polygons

mental arithmeti

c

Math done in their own

head.

2 + 3 = 5 2X3=6

Page 41: irregular polygons

Mental Math and Reflexes

Oral lessons to strength children's

number sense and to review and advance

essential basic skills.

Page 42: irregular polygons

meridian bar

A device on a globe that

shows degrees north and south of the equator.

Page 43: irregular polygons

meter (m)

Measurement of length.

10 decimeters 100 centimeters1000 millimeters.

Page 44: irregular polygons

metric system

Measurement based on base-ten system.

Page 45: irregular polygons

metric system

A measurement system based on

the base 10 numeration system and used in most countries of the

world.

Page 46: irregular polygons

middle value

The number in the middle when a set

of data is organized in

sequential order.

2, 35, 65, 77, 80, 100, 205

Page 47: irregular polygons

midpoint

A point halfway

between two points.

Page 48: irregular polygons

mile (mi)

Unit of length. 5,280 feet

1,760 yards1,509 meters

1 mile = 22 football fields

Page 49: irregular polygons

milliliter (mL)

Metric unit of capacity.

1/1000 of a liter.

Page 50: irregular polygons

millimeter (mm)

Metric unit of length. 1/10 of a centimeter.

Page 51: irregular polygons

minimum

The smallest number in a

set.

{3, 2, 8, 1, 9, 2} is 1

Page 52: irregular polygons

minuend

The number you start with

when you subtract.

Page 53: irregular polygons

mixed number

A number that has a whole

number part and a fraction part.

Page 54: irregular polygons

mode

The value that occurs most often in a set

of data.

3,4,4,4,5,5,6

mode

Page 55: irregular polygons

multiples

Repeated groups of the same amount.

5’s5, 10, 15, 20 10’s

30, 40, 50, 60

25’s75, 100, 125

Page 56: irregular polygons

multiplication

The operation used to find the total number in several equal

groups.

7 X 2 = 14

Page 57: irregular polygons

multiplication fact

The product of two 1-

digit numbers.

2 x 3 = 6

4 x 0 = 0

9 x 3 = 27

8 x 8 = 64

Page 58: irregular polygons

multiplicative inverses

Two numbers whose products is 1.

Multiplicative inverses are also called

reciprocals of each other.

Page 59: irregular polygons

multiplications/division diagrams

The diagram has a number of groups, a

number in each group and a total

number.

4 x 3 = 12

Page 60: irregular polygons

name-collection box

A boxlike diagram tagged with a given number and used for

writing the names for that number.

Page 61: irregular polygons

negative number

A number less than 0;a number to the left of the 0 on a

horizontal number line.

Page 62: irregular polygons

negative rational numbers

A number less than 0 that can be written as

a fraction or terminating or

repeating decimal.

-4-0.333…

-4/5

Page 63: irregular polygons

n-gon

All other polygons can be called n-gons. You can

think of n-gons as meaning "any" number of sides, or whatever number of sides your current polygon has.

Page 64: irregular polygons

net score

The final score of a turn or game after

any operations have been done.

In the game of Factor Captor, your first move is 29, your opponent's move is 1. You get your net score, 28, by subtracting 1 from 29.

Page 65: irregular polygons

nonagon

A polygon that has nine sides and nine angles, more properly

(but less often!) called an enneagon.

A regular nonagon has nine equal sides and nine equal

angles.

Page 66: irregular polygons

number family

A triplet of numbers with two addends and their sum or two factors and their products.

3 x 5 = 155 x 3 = 1515 ÷ 3 = 515 ÷ 5 = 3

3 + 5 = 85 + 3 = 88 - 3 = 58 - 5 = 3

8

3 5+,-

15

5 3x,÷

Page 67: irregular polygons

number-grid

A table with consecutive

numbers arranged in rows

of ten.

Page 68: irregular polygons

number-grid puzzle

A part of the number grid with numbers missing.

Page 69: irregular polygons

number line

A line on which points

correspond to numbers in

order.

Page 70: irregular polygons

number model

A number sentence that

models or fits a situation.

Sara has three round blocks And 2 square blocks. How many blocks in all?

3+2=5 blocks

number model

Page 71: irregular polygons

number model

A number sentence that shows how the

parts of a number story are related.

Sara has three round blocks And 2 square blocks. How many blocks in all?

3+2=5 blocks

number model

Page 72: irregular polygons

number scroll

Number-grid pages taped

together.

Page 73: irregular polygons

number scroll

Multiple number-grid pages taped

together.

Page 74: irregular polygons

number sequence

A list of numbers often generated by

some rule.

Page 75: irregular polygons

number sentence

A sentence that is made up of

numerals and a relation symbol

(=,<,>)

2 + 3 = 5

894 < 1234

23 X 2 > 20

(10 - 4) X 5 = 30

Page 76: irregular polygons

number story

A story that can be solved using one or more math operations.

Page 77: irregular polygons

numerator

The number written above the line in a

fraction.

14

numerator

Page 78: irregular polygons

obtuse angle

An angle greater than 90 degrees

and less than 180 degrees.

Page 79: irregular polygons

octagon

An 8-sided polygon.

1 2

3

45

6

7

8

Page 80: irregular polygons

odd number

A number that can not be

divided by 2. It has

1, 3, 5, 7, or 9 in the ones

place.

0 ^ 2 ^ 4 ^ 6 ^ 8 ^ 10^121 3 5 7 9 11

odd numbers

even numbers

Page 81: irregular polygons

ONE

A way of showing the unit whole in part-whole fractions.

Page 82: irregular polygons

1-facts

The sum of two 1-digit numbers where one of the numbers

is one.

3 + 1 9 + 1

0 + 1

4 + 1

2 + 1

1 + 1

7 + 1

6 + 1

5 + 1

Page 83: irregular polygons

operation

An action preformed on one or two numbers

producing a single number result.

2 + 5 = 7

2 X 1 = 229 – 8 = 11

12 ÷ 2 = 6

Page 84: irregular polygons

operation

Addition, subtraction, multiplication, division, raising to a power, and

taking a root are mathematical operations.

Page 85: irregular polygons

opposite of a number

A number that is the same distance from zero

on the number line as the given number but

on the opposite side of the zero.

Page 86: irregular polygons

ordered number

pair

Two numbers in specific order used to locate a point on a coordinate grid.

Page 87: irregular polygons

orders of magnitud

e

Powers of ten.

Page 88: irregular polygons

orders of operation

Rules that tell the order in which

operations should be done.

Page 89: irregular polygons

ordinal numbers

A number used to express position

or order in a series.

Page 90: irregular polygons

origin

The point where the x-axis and y-axis

intersect on a coordinate grid.

Page 91: irregular polygons

ounce (oz)

A standard unit of weight equal

to 1/16 of a pound.

10 pennies = 1 oz

160 pennies = 1 pound

Page 92: irregular polygons

outcome

A possible result of a

random process.

Head and tails are two outcomes from flipping a coin.

Page 93: irregular polygons

pan balance

A device used to weigh

objects or compare weight.

Page 94: irregular polygons

parabola

The curve formed by the surface of a right

circular cone when it is sliced by a plane that is parallel to a side of the

one.

Page 95: irregular polygons

parabola

A parabola can also be described as the curve from a line and a point that is not on the line.

Page 96: irregular polygons

parallel

Lines, rays, line segments, or planes

that are equal distance at all

points, no matter how far; never

meeting.

Page 97: irregular polygons

parallelogram

A quadrilateral that has two pairs of

parallel sides and opposite sides that

are congruent.

Page 98: irregular polygons

part-and-total

diagram

A diagram used with problems in with two or more

quantities are combined to from a

total quantity.

Page 99: irregular polygons

part-to-part ratio

A ration that compares a part of the whole to another part of the

whole.

Part to part compares the red circles to the yellow circles. Part to part ratio is 2:5

Page 100: irregular polygons

part-to-part whole

ratio

A ratio that compares a part of the whole to the

whole.

Part to total compares the red circles to the total amount of circles, 2:7 or you can compare the yellow circles to the total

amount of circles, 5:7