Iona Taylor by Iona

Absolute value

sheerionaskye — 2015-07-17 12:15:36 UTC

This picture shows what absolute value is and basically explains what absolute value is

Variable

sheerionaskye — 2015-07-17 12:23:20 UTC

This picture gives more than an example of a variable, but gives an example of what a variable will look like in an equation

Expression

sheerionaskye — 2015-07-30 21:26:36 UTC

This image gives a description and example of an algebraic expression

Intergers

sheerionaskye — 2015-07-30 21:27:57 UTC

This image shows what integers look like on a number line

Definition of Expression

sheerionaskye — 2015-07-30 21:31:56 UTC

A combination of symbols to form an equation

Definition of integers

sheerionaskye — 2015-07-30 21:32:07 UTC

a set of whole numbers and their opposites

Definition of Variable

sheerionaskye — 2015-07-30 21:34:37 UTC

Letter that represents a number in an equation

Definition of Absolute Value

sheerionaskye — 2015-07-30 21:37:56 UTC

The distance of a number from zero

Video example

sheerionaskye — 2015-07-30 22:05:35 UTC

Video Example

sheerionaskye — 2015-07-30 22:08:52 UTC

Video example

sheerionaskye — 2015-07-30 22:11:11 UTC

Video example

sheerionaskye — 2015-07-30 22:22:16 UTC

How do you explain integer subtraction and addition rules to someone who has never worked with positives and negatives? Example website

sheerionaskye — 2015-07-30 22:41:03 UTC

Here's a website that explains all of the rules of integer subtraction and addition rules.

How would you explain integer multiplication and division rules to some who has never worked with positives and negatives? Example website

sheerionaskye — 2015-07-30 22:44:56 UTC

Here's a very helpful website for if you're struggling with integer multiplication and division

sheerionaskye — 2015-08-04 16:05:14 UTC

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Common Denominator

sheerionaskye — 2015-08-04 16:11:39 UTC

Mixed Number

sheerionaskye — 2015-08-04 16:11:55 UTC

Equivalent Fraction

sheerionaskye — 2015-08-04 16:12:18 UTC

Improper Fraction

sheerionaskye — 2015-08-04 16:12:35 UTC

Definition

sheerionaskye — 2015-08-25 00:55:42 UTC

a shared multiple of the denominators of several fractions

Definition

sheerionaskye — 2015-08-25 00:57:27 UTC

a number consisting of an integer and a proper fraction

Definition

sheerionaskye — 2015-08-25 00:58:03 UTC

Fractions that look different, but are equal to each other

Definition

sheerionaskye — 2015-08-25 00:59:46 UTC

a fraction in which the numerator is greater than the denominator

Video Example

sheerionaskye — 2015-08-25 01:06:33 UTC

Video example

sheerionaskye — 2015-08-25 01:14:47 UTC

Video Example

sheerionaskye — 2015-08-25 01:15:45 UTC

Video examp

sheerionaskye — 2015-08-25 01:18:04 UTC

Image

sheerionaskye — 2015-08-25 01:18:32 UTC

Image

sheerionaskye — 2015-08-25 01:18:38 UTC

Image

sheerionaskye — 2015-08-25 01:19:01 UTC

Image

sheerionaskye — 2015-08-25 01:19:05 UTC

How would you explain to someone how to convert a fraction to a decimal?

sheerionaskye — 2015-08-25 01:25:39 UTC

1: Find a number you can multiply by the bottom of the fraction to make it 10, or 100, or 1000, or any 1 followed by 0s. Step 2: Multiply both top and bottom by that number.

How would you explain to someone how to convert a decimal to a fraction?

sheerionaskye — 2015-08-25 01:26:00 UTC

For example, say you have 4.5. You use 4 as a whole number and then put 5 over ten (it can go from tens, hundredths, thousandths) and then simplify the fraction. 4.5 = 4 1/2

How would you explain to someone how to convert a mixed number to an improper fraction

sheerionaskye — 2015-08-25 01:26:27 UTC

You multiply the denominator with the whole number then add the numerator. for example- 4 2/4 4 x 4=16+2=18 18/4 is your anwser

How would you explain to someone how to complete a multiplication problem that includes decimals?

sheerionaskye — 2015-08-25 01:26:55 UTC

How would you explain to someone how to complete a multiplication problem that includes decimals?

sheerionaskye — 2015-08-25 01:27:19 UTC

You just multiply how you would normally, and then add the decimals in the end. For example, 1.3 x 2.6=3.38 because you multiply like 13 x 26 and you get 338, and then you count the amount of # you have in the decimal and you get your anwser

Rational Numbers Grade - 100%

2015-08-25 17:12:10 UTC

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sheerionaskye — 2015-10-13 02:34:58 UTC

Repeating decimal

sheerionaskye — 2015-10-13 03:13:01 UTC

a decimal fraction in which a figure or group of figures is repeated indefinitely.

Cube Root

sheerionaskye — 2015-10-13 03:14:35 UTC

the number that produces a given number when cubed.

Irrational Number

sheerionaskye — 2015-10-13 03:14:53 UTC

Irrational Numberis any real number that cannot be expressed as a ratio of integers

Multiplicative Inverse

sheerionaskye — 2015-10-13 03:15:03 UTC

When you multiply numbers by this, you get one

Square Root

sheerionaskye — 2015-10-13 03:15:29 UTC

a number that produces a specified quantity when multiplied by itself

Example of Square Root

sheerionaskye — 2015-10-13 03:19:36 UTC

With definition

sheerionaskye — 2015-10-13 03:21:26 UTC

Example

sheerionaskye — 2015-10-13 03:22:41 UTC

Here is an example with definition

Example

sheerionaskye — 2015-10-13 03:24:07 UTC

This shows what cube roots of each number are

Example

sheerionaskye — 2015-10-13 03:25:32 UTC

Shows what is and isn't a rational number

Example

sheerionaskye — 2015-10-13 03:26:47 UTC

Definition and Example

Video

sheerionaskye — 2015-10-13 03:27:41 UTC

Video

sheerionaskye — 2015-10-13 03:28:52 UTC

Video

sheerionaskye — 2015-10-13 03:29:09 UTC

Video

sheerionaskye — 2015-10-13 03:30:29 UTC

Video

sheerionaskye — 2015-10-13 03:30:52 UTC

How to find fraction of repeating decimal

sheerionaskye — 2015-10-13 03:32:45 UTC

To turn a fraction into a decimal, divide the numerator by the denominator. For example:

.333333333333 is 1/3

How to estimate Square Root of Number

sheerionaskye — 2015-10-13 03:35:14 UTC

Find the nearest perfect square below that group.
The root of that perfect square is the first digit of our root.
Since 28 > 25 and 25 = 5², take 5 as the first digit in the square root.
For the divisor take double this first digit (2. · 5), which is 10.

Equations Grade - 86%

shg — 2015-10-13 12:12:38 UTC

- Question 1 is how to turn a repeating decimal to a fraction.

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sheerionaskye — 2015-11-02 02:24:57 UTC

<

sheerionaskye — 2015-11-02 16:20:43 UTC

Fewer than

Below

Less than

Example: Tyler had less than 7 chicken nuggets

sheerionaskye — 2015-11-02 16:26:45 UTC

>

sheerionaskye — 2015-11-02 16:26:58 UTC

Greater than

More than

Above

Example: Grace's grade was above 80 points

sheerionaskye — 2015-11-02 16:29:09 UTC

≥

sheerionaskye — 2015-11-02 16:30:00 UTC

is at least is not less than is not under

Example: Craig's grade is at least a 20

sheerionaskye — 2015-11-02 16:36:11 UTC

≤

sheerionaskye — 2015-11-02 16:37:32 UTC

Less than or equal to

Is at most

Has maximum value

Example: Danny's grade is at most a 98

sheerionaskye — 2015-11-02 16:44:30 UTC

Inequality

sheerionaskye — 2015-11-02 16:46:54 UTC

the relation between two expressions that are not equal, employing a sign such as ≠ “not equal to,” > “greater than,” or < “less than.”

Number Line

sheerionaskye — 2015-11-02 16:57:27 UTC

a line on which numbers are marked at intervals, used to illustrate simple numerical operations.

Absolute value

sheerionaskye — 2015-11-02 16:58:38 UTC

the magnitude of a real number without regard to its sign.

sheerionaskye — 2015-11-02 17:01:43 UTC

sheerionaskye — 2015-11-02 17:03:00 UTC

sheerionaskye — 2015-11-02 17:05:25 UTC

Situations where inequalities can be used

sheerionaskye — 2015-11-02 17:09:38 UTC

if you have $100 to spend on groceries each week, your purchases must be <= $100.

each bus can hold <= 60 passengers

If your income is more than 10,000 but less than or equal to 24,000, then add the figure from column C. 10,000 < x <= 24,000.

When do you flip the sign?

sheerionaskye — 2015-11-02 17:12:32 UTC

Negative Numbers. There is one very important exception to the rule that multiplying or dividing an inequality is the same as multiplying or dividing an equation. Whenever you multiply or divide an inequality by a negative number, you must flip the inequality sign.

4b + 12 > 8 = b > -1

Inequalities Grade - 86%

shg — 2015-11-05 17:43:08 UTC

- Graphs should match the statements.

- Greater than or equal to graph is incorrect.

- Greater than graph is not an inequality.

- Example problem for when to flip the symbol does not show the rule.

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sheerionaskye — 2015-11-19 01:40:31 UTC

Unit Rate

sheerionaskye — 2015-11-19 01:40:54 UTC

unit rate describes how many units of the first type of quantity corresponds to one unit of the second type of quantity

Scale Factor

sheerionaskye — 2015-11-19 01:41:01 UTC

A scale factor is a number which scales, or multiplies, some quantity.

Proportion

sheerionaskye — 2015-11-19 01:41:11 UTC

Proportion says that two ratios (or fractions) are equal

Constant of Proportionality

sheerionaskye — 2015-11-19 01:41:25 UTC

The constant ratio between two quantities

Indirect Measurment

sheerionaskye — 2015-11-19 01:41:39 UTC

Indirect measurement is a method of using proportions to find an unknown length or distance in similar figures

sheerionaskye — 2015-11-19 01:51:22 UTC

sheerionaskye — 2015-11-19 01:51:49 UTC

sheerionaskye — 2015-11-19 01:52:17 UTC

sheerionaskye — 2015-11-19 01:52:47 UTC

sheerionaskye — 2015-11-19 01:53:19 UTC

four types of slope

sheerionaskye — 2015-11-19 01:54:07 UTC

Different Linear Equations

sheerionaskye — 2015-11-19 01:54:59 UTC

sheerionaskye — 2015-11-19 01:56:15 UTC

Two shapes are Similar when the only difference is size (and possibly the need to move, turn or flip one around).

Proportional

shg — 2015-11-24 02:08:54 UTC

Proportional Relationships and Linear Equations Grade - 71

shg — 2015-11-24 02:08:55 UTC

- Slope video is missing example values.

- Similar figures have congruent corresponding angles and proportional corresponding sides.

- Missing an example for similar figures.

- Linear equation parts posts does not show the different parts of the equation.

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sheerionaskye — 2016-02-22 00:31:55 UTC

supplementary angles

sheerionaskye — 2016-02-22 00:32:26 UTC

either of two angles whose sum is 180°

"C" of Complementary stands for "Corner"
(a Right Angle), and
"S" of Supplementary stands for "Straight" (180 degrees is a straight line)

adjacent angles

sheerionaskye — 2016-02-22 00:32:41 UTC

Two angles are Adjacent when they have a common side and a common vertex

corresponding angles

sheerionaskye — 2016-02-22 00:32:46 UTC

the angles that occupy the same relative position at each intersection where a straight line crosses two others. If the two lines are parallel, the corresponding angles are equal.

triangle inequality theorem

sheerionaskye — 2016-02-22 00:35:32 UTC

The sum of the lengths of any two sides of a triangle is greater than the length of the third side.

transversal

sheerionaskye — 2016-02-22 00:36:08 UTC

intersecting a system of lines

vertical

sheerionaskye — 2016-02-22 00:36:29 UTC

at right angles to a horizontal plane; in a direction, or having an alignment, such that the top is directly above the bottom.

comparison in real life

sheerionaskye — 2016-02-22 00:58:16 UTC

cartoon (goes for vertical too)

sheerionaskye — 2016-02-22 01:08:52 UTC

Includes sample problem

sheerionaskye — 2016-02-22 01:16:33 UTC

sample problem

sheerionaskye — 2016-02-22 01:20:30 UTC

Geometric Properties Grade - 89

shg — 2016-02-29 02:17:09 UTC

- Vertical angles are equal opposite angles created by 2 intersecting lines.
- You can not use one post for 2 items.

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sheerionaskye — 2016-02-29 13:26:18 UTC

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sheerionaskye — 2016-03-28 11:50:10 UTC

Translation

sheerionaskye — 2016-03-28 11:52:49 UTC

Used to describe a function that moves an object a certain distance
Sample Problem: (3, 4) becomes (8, 6) after moving 5 units up and 2 units to the left
Image: This shows an example of translation as it says, moving 7 units left and 3 units down

Reflection

sheerionaskye — 2016-03-28 11:53:23 UTC

Transformation in which a geometric figure is reflected across a line
Sample problem: Point A (2, 1) after rotating over the X xis becomes A' (-2, -1)
Image: This shows an example of reflection over the x axis 4 units

Rotation

sheerionaskye — 2016-03-28 11:53:39 UTC

The action of rotating around an axis or center
Sample Problem: After Point A (2,2) is rotated 90 degrees, it becomes (-2, 2)
Image: This shows an example of a figure rotating 90 degrees, from point A to point B, or vice versa

Dilation

sheerionaskye — 2016-03-28 11:53:56 UTC

Transformation that produces an image the same shape as the original, but a different size
Sample Problem: A square with the coordinates of 4 dilated by 1/2 so it becomes 2
Image: This shows an example of dilation of

Prime Coordinates

sheerionaskye — 2016-03-28 11:54:09 UTC

Set of values that shows exact position
Sample Problem:
Image:

Transformations Grade - 57%

shg — 2016-03-31 14:40:46 UTC

- Missing x,y rules
- Prime coordinates are points after a transformation has occurred. Missing 2 more items as well.

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sheerionaskye — 2016-04-26 21:23:28 UTC

Area Of Triangle

sheerionaskye — 2016-04-26 21:24:11 UTC

Area of triangle- bh÷2,

Example 1: | Find the area of an acute triangle with a base of 15 inches and a height of 4 inches. |

Solution: A-½*bh
A=½*15*4
A=½*60 in sq
A=30 in2 |

Area Of Rectangle

sheerionaskye — 2016-04-26 21:27:38 UTC

Area of rectangle-s*s
Find area of square with sides measuring two inches

A=s*s

A=2*2=4 in2

Area of Parallelogram

sheerionaskye — 2016-04-26 21:30:30 UTC

A=b*h

| Find the area of a parallelogram with a base of 12 centimeters and a height of 5 centimeters.A=b*hA=12*5A=60 cm2

2d/3d Grade - 17%

shg — 2016-05-02 16:20:38 UTC

- Missing both essential questions and formulas, sample problems, and solutions for 12 other figures/shapes.

Resubmit when complete for an increased grade.

Received a paper/pencil version on due date scored a 70%