Variable - a unknown Number
1.) a + 6 = 10
2.) b - 8 = 5
3.) 7 = 3 + d
4.) 5g = 15
5.) 5 = s - 5
6.) 35 = 7k
Integers
Negative number represent values below zero and positive numbers represent values above zero
eg. above and below ground or sea level
1 + (-2) = (-1) is an addition statement
3 - (-4) = is a subtraction statement
Showing posts with label Alex718. Show all posts
Showing posts with label Alex718. Show all posts
Tuesday, June 14, 2011
Exam Review Notes
Transformations
Translation - slide along a straight line
Rotation - Turn about a fixed point
Reflection - Mirror image
(+,+) Quadrant I
(-,+) Quadrant II
(-,-) Quadrant III
(+,-) Quadrant IV
Experimental Probability - Actually doing the trial
Theoretical Probability - What you expect to happen
Divisible - Means when a number can be divided by another number with no remainder or decimal. A Whole Number
Divisibility Rules
0 - End in zero
1 - all numbers
2 - all even numbers
3 - sum of the digits is 3
4 - divisible by two twice
5 - ends in a zero or a five
6 - divisible by 2 and 3
8 - divisible by 2 quad
9 - sum of the digits is 9
10 - ends in zero
Circle Formulas
c = π d
A = π r²
c = d = 2r
c = 2 π r
Translation - slide along a straight line
Rotation - Turn about a fixed point
Reflection - Mirror image
(+,+) Quadrant I
(-,+) Quadrant II
(-,-) Quadrant III
(+,-) Quadrant IV
Experimental Probability - Actually doing the trial
Theoretical Probability - What you expect to happen
Divisible - Means when a number can be divided by another number with no remainder or decimal. A Whole Number
Divisibility Rules
0 - End in zero
1 - all numbers
2 - all even numbers
3 - sum of the digits is 3
4 - divisible by two twice
5 - ends in a zero or a five
6 - divisible by 2 and 3
8 - divisible by 2 quad
9 - sum of the digits is 9
10 - ends in zero
Circle Formulas
c = π d
A = π r²
c = d = 2r
c = 2 π r
Monday, February 14, 2011
More notes
Experimental Probability - The probability of an event occuring based on experimental results
-Chances of somthing happening based on actually doing it
eg: what is the probability of the spinner on red on in 12 chances
Red
2
Green
5
Blue
3
Orange
2
2
-
12
Theoretical Probability - The expected probability of an event occuring
- without doing a expirement what we think will happen
eg. Whats the theoritical probability of getting red
Green Blue Orange Red
1
-
4
25%
1:4
-Chances of somthing happening based on actually doing it
eg: what is the probability of the spinner on red on in 12 chances
Red
2
Green
5
Blue
3
Orange
2
2
-
12
Theoretical Probability - The expected probability of an event occuring
- without doing a expirement what we think will happen
eg. Whats the theoritical probability of getting red
Green Blue Orange Red
1
-
4
25%
1:4
Notes
Probability - Likehood or chance of an event occuring
Determine Probability by making a fraction
Favourable outcomes
--------------------
Possible outcomes
eg. flipping a coin calling heads Heads 1
Heads = -
or tails 2
Outcome - One possible result of a probability expirement
favourable outcome - A successful result in a probability expirement
p(outcome) Is short for saying probability of somthing happening
Determine Probability by making a fraction
Favourable outcomes
--------------------
Possible outcomes
eg. flipping a coin calling heads Heads 1
Heads = -
or tails 2
Outcome - One possible result of a probability expirement
favourable outcome - A successful result in a probability expirement
p(outcome) Is short for saying probability of somthing happening
Sunday, November 7, 2010
Order of Operations
Brackets
Exponents
Division
In order from left to right
Multiplication
Addition
In order from left to right
Subtraction
Annie has been asked to calculate 1.7+6÷2 She claims the answer is 3.85 Do you agree? Explain why or why not
I disagree because the answer is 4.7
My calculations :
1.7+6÷2=
1.7+3=
4.7
Put brackets in the following expression to get the largest value as possible. what problem solving stratgy did you use?
3 x 2.8 + 6.4 ÷ 4
3 x (2.8 + 6.4) ÷ 4
3x 9.2 ÷4
27.6÷4
6.9
Create a problem that could be solved using the following expression
2.5 + 1.25 + 5 X 1.6
Joe had friends who owed him money. Steve owed him $2.50. James owed him $1.25. His crew of 5 people, each of them owed him $1.60. All That Joe made $11.75
Example we did in class :

Bed mas game
Exponents
Division
In order from left to right
Multiplication
Addition
In order from left to right
Subtraction
Annie has been asked to calculate 1.7+6÷2 She claims the answer is 3.85 Do you agree? Explain why or why not
I disagree because the answer is 4.7
My calculations :
1.7+6÷2=
1.7+3=
4.7
Put brackets in the following expression to get the largest value as possible. what problem solving stratgy did you use?
3 x 2.8 + 6.4 ÷ 4
3 x (2.8 + 6.4) ÷ 4
3x 9.2 ÷4
27.6÷4
6.9
Create a problem that could be solved using the following expression
2.5 + 1.25 + 5 X 1.6
Joe had friends who owed him money. Steve owed him $2.50. James owed him $1.25. His crew of 5 people, each of them owed him $1.60. All That Joe made $11.75
Example we did in class :

Bed mas game
Monday, October 18, 2010
Test Corrections Question 5
True Or False
Question: A coordinate grid has the followung set in ordered pairs:(-2,-5),(0,-4),(3,0),(4,1),(5,2) ,(6,3). The point (0,4) is out of place
Answer:True

Sorry Cant find any video that fits this Question

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