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71 Cards in this Set

  • Front
  • Back

Of

multiply

Three ways to use percentages

Express a fraction


Describe a Change


Compare Performance & Cost

P%

P/100

Reference Value

Used when Comparing


Often follows the words than, from, or of


Can be a total value, original value

Compared Value

In the Absolute and Relative difference equations.


First #

Absolute Difference

Compared - Reference


New - Old





Relative Difference

Compared - Reference


_______________________


Reference

Name that equation


28 pounds of recyclable trash in a barrel of 52 pounds of trash

Described word equation


% as a fraction


28 lb / 52 lb

Name the equation you used:


The change of the sale price was decreased by $149,000



Described answer for Absolute Change or Absolute Difference


New value - Reference value

Name that equation


The sale price of a house in Feb. 2013 is about 50% less than Feb. 2008.

Described answer for Relative Change or Relative Difference




New Value - Reference Value


______________________________


Reference Value

Name that Equation


Tacoma Narrows bridge is 1400 ft shorter than the golden gate bridge.

Described answer for Absolute Change or Absolute Difference


New value - Reference value

Identify Reference Value:


The sale price of a house in Feb. 2013 is about 50% less than Feb. 2008.

Reference Value


Feb. 2008

When a quantity doubles in value it's relative change is?

100%

When a quantity triples in value, its relative change is?

200%

When a quantity quadruples in value, its relative change is?

300%

When a quantity is halved in value, its relative change is?

-50%

If the new or compared value is P% MORE THAN the reference value, it is ____ of the reference value?

(100 + P)%

If the new or compared value is P% LESS THAN the reference value, it is ____ of the reference value?

(100 - P)%

Give an example of a Percentage Point

3% to 4% is an increase of 1 percentage point


(Absolute change)


Will NOT have a % sign

Give an example of a % of percentages change

Increase to 5% from 2%




New Value - Reference Value


------------------------------------------


Reference Value




5% - 2%


----------


2%

What is the reference value?


Interest increased from 3% to 4%.

3% is reference value because 4% is a new value & the word from is used before 3%


(New Value - Reference Value)

a format in which a number is expressed as a number between 1 and 10 multiplies by the power of 10

Scientific Notation

Rewrite in Scientific notation


3,900,000,000,000.

3.9 X 10 ^12

Rewrite in Scientific notation


0.000 000 000 000 1

1 X 10 ^ -13

An estimate that specifies only a broad range of values, usually within one or two powers of ten, such as "in the ten thousands."

Defined


Order of Magnitude

1,000 greater than or equal to the distance that is less than 10,000

10 ^ 3 order of magnitude

The digits in a number that represent actual measurments

Defined


Significant Digits

Name Significant Digits


345

ALL non zero digits are Significant Digits


345 All Significant

Name Significant Digits


68.010

Zeros to the right of decimal and after non zero


68.010 All Significant

Name Significant Digits


500,000,001

Zeros between non zero


500,000,001 All Significant

Name Significant Digits


500

Not Significant Digits are zeros to the left of decimal


5 is Significant in 500

Name Significant Digits


0.000067

Not Significant Digits are zeros to the right of decimal before 1st non zero


67is Significant in 0.000067

occurs because of a random and inherently unpredictable event in the measurement process

Random Error

occurs when there is a problem in the measurement system that affects all measurements in the same way, such as making them all too low or too high by the same amount.

Systematic Errors

What equation(s) do you uses to find the size of Errors

Absolute and Relative Equations

describes how closely a measured value is to the true value

Defined


Accuracy

A way to find which measurment is more accurate

Absolute difference: measurement - true

A way to find which measurement is more precise

Don't change fractions into decimals.


Decimals increase by placement (tenth or hundredth) where as fractions count up by adding identical fraction (1/4 counts to 1/2 then to 3/4 and then to 1)

Round the answer


16.5 +3.289 = 19.789

Addition / Subtraction: Round your answer to same precision as the least precise number


19.8

Round the answer


3213/52 = 61.79

Multiplication / Division: Round your answer to the number with the least number of significant digits

Describes the amount of detail in a measurement. (How closely measurements are done)

Define


Precision

This occurs when unequally sized groups are combined for an overall result. The results shift better / worse, or positive / negative.


"What is true for the part, isn't true for the all"

Defined


Simpson's paradox


How do you find your next total when 1% of the employees actually use drugs 

and the test is 85% accurate?


How do you find your next total when 1% of the employees actually use drugs and the test is 85% accurate?

User total = 0.01 X 2000

How do you find your next total when 

when 1% of the employees actually use drugs and the test is 85% accurate?

How do you find your next total when when 1% of the employees actually use drugs and the test is 85% accurate?

Lying User = 0.85 X 20

How do you find your next total when when 1% of the employees actually use drugs and the test is 85% accurate?

How do you find your next total when when 1% of the employees actually use drugs and the test is 85% accurate?

Truthful non-user = 0.85 X 1980

When Budgeting, you need to prorate.


Define Prorate

make income and expenses in the same units

The balance upon which interest is paid


Interest is paid only on your initial investment, not on interest added at later dates

Defined


simple interest

Interest paid both on original investment and earned interest.

Compound interest

Name the formula


A = P (1+rt)



Simple interest


Name the formula



Name the formula



Compound Interest

Write compound interest formula on a piece of paper

In formulas, P stands for

starting principal

In formulas, A stands for

accumulated balance after Y years

APR is

Annual percentage rate

Monthly rate when APR is 24%

APR


------ = rate


12




2% (rate)

quarterly rate when APR is 8%

APR


------ = rate


4




2% (rate)

Name the Formula

Name the Formula

Continuous Compounding

Write on a piece of paper the continuous compounding formula

In the formulas, what is Y

Number of years

APY

Annual Percentage Yield, effective yield, yield


actual % your balance increases in 1 year


Equal to APR if interest is compounded annually


APY uses the formula at which interest is added, always a 1 for Y



Name the formula

Name the formula



Savings plan formula

Write the savings plan formula on a piece of paper

In formulas, n stands for

n = compounding periods per year

Interest rates usually vary over time.


What is the percentage change in the investment values over a time period?

total return




new value - starting principal


-----------------------------------------


starting principal

Interest rates usually vary over time.


What is the average annual rate at which your money grew over a time period?

Annual rate 

Annual rate

Write the Annual Rate formula on a piece of paper

The Total Return Formula

is the relative difference formula

a loan that is paid off with regular payments

Defined


Installment Loan

Name the formula

Name the formula

Installment Loan Formula

Write the installment loan formula on a piece of paper

Installment loan formula solves for

Monthly Payment