Break! Down! That! Word! Problem!
The first thing you should do with a word problem
What is Read it! Carefully! Then determine what the question is asking.
What you need to know in order to input values into a formula
What are Symbols
What E stands for
What is Exponent
What is moving the decimal twice to the right
Mid point is another word for this central tendency
median
Upon reading the first time, this is the second thing you should do
What is read through slowly and select key information and values
True or false: rereading formulas is the best way to study them
What is false
The second step in this equation (12-9)/4^2
What is squaring four
100%, 75%, 50%, 25%, and 0% as decimals
Name three study strategies for a math course
Fantastic!
Knowing symbols will help you with selecting important ______
What is values/numbers/variables
Name one strategy you could use to memorize a formula
... hope you did
An nemonic device for PEMDAS
(You can make one up, or use an existing one)
.... hope you got it
The fraction 23/58 as a percent and a decimal
What is 39.66% or .40
Describe a normal distribution
Bell shaped, Semantical, Continuous, etc.
Select Key Information:
If Holli sells 40 saplings every half hour, and Sondos sells 135 saplings every hour and a half, who will sell more saplings in a day, and how many will each of them sell?
The questions: Who is selling more saplings in 24 hours, How many saplings are they each selling
The values: 40/half hour and 135/hour and a half
The people: Sondos and Holli
The formula for mean?
What is Sum of x/n
Solve: (12x4)+(35-5)/3
What is 58?
Solve as fractions:
1/4+2/4+6/16+3/16
Proper: 1 5/16
Improper: 21/16
What is Standard Deviation?
Good job!
Doing practice equations are a ____ way to practice equations
What is good
Explain the steps in this equation: (∑x/n)+(∑y/n)
What is:
1. Sum of x/n and Sum of y/n
2. Add together
Solve as fractions then turn the answer into a percentage:
8/20-7/10+4/20+3/10
4/20 = .02
List five things you have learned/been refreshed on so far
Fantastic!