The bottom of the Eiffle Tower is a parabola. the Eiffle Tower is in Paris, France. It was made of pure iron. It was built by Gustave Eiffel and it was completed in 1889.
Sunday, April 17, 2011
Wednesday, December 15, 2010
Scattered Data Post
here Link to original form.
First I asked 2 questions.
Link to Results Spreadsheet
Then I graphed those 2 questions
Link to Scatterplot Spreadsheet
Then I graphed it on graph paper.

Then I drew the line of best fit.

I chose to points on the graph and used the slope formula to find the the slope and then I used that to find the y-intercept. That gave me the formula of the line of best fit, y=mx+b.

Then, i put all the points into a Graphing Calculator.
Then, I found the Calculators line of best fit.

I did that by finding the calculator's version of the slope and the y=intercept.

Then, I entered the exact number into the y=. If you don"t enter the exact number, the equation could be off.

Then, I finally graphed the line of fit.
I asked how many sports everyone played and what is the actual day of their birthday? There was a positive correlation between the two questions. My written equation was y=x+4 and my Graphing Calculator's equation was y=1.606646+10.60403727. The two slopes were pretty close to each other but the y-intercept was around 6 numbers apart. The question that could be answered by the equation of best fit is the relationship between the number of sports you play and your birthday.
First I asked 2 questions.
Link to Results Spreadsheet
Then I graphed those 2 questions
Link to Scatterplot Spreadsheet
Then I graphed it on graph paper.

Then I drew the line of best fit.

I chose to points on the graph and used the slope formula to find the the slope and then I used that to find the y-intercept. That gave me the formula of the line of best fit, y=mx+b.

Then, i put all the points into a Graphing Calculator.
Then, I found the Calculators line of best fit.

I did that by finding the calculator's version of the slope and the y=intercept.

Then, I entered the exact number into the y=. If you don"t enter the exact number, the equation could be off.

Then, I finally graphed the line of fit.
I asked how many sports everyone played and what is the actual day of their birthday? There was a positive correlation between the two questions. My written equation was y=x+4 and my Graphing Calculator's equation was y=1.606646+10.60403727. The two slopes were pretty close to each other but the y-intercept was around 6 numbers apart. The question that could be answered by the equation of best fit is the relationship between the number of sports you play and your birthday.
Thursday, November 11, 2010
Tuesday, September 21, 2010
Adding and subtracting Integers
Adding and Subtraction Integers
A) 5+ -8 Since it is a positive 5 and a negative 8, you subtract 5 from 8 but since the negative number is greater the the positive number, the answer is negative which is -3.
B) -4+10 Since there is a negative 4 and a positive 10 you subtract 4 from 10 but since the positive number is greater then the negative number, the answer is positive which is 6
C)4-9 Since they are both positive you just subtract 9 from 4 which gives you a negative number. The answer is negative because the greater number is being subtracted from the littler number.
D)-8-(-9) Since they are both negative numbers, you add them together getting a negative number. You add them together because when you add numbers to a negative number, it get smaller. The answer is -17.
Chapter 2 vocab
Chapter 2 Math Vocab
Absolute Value- the distance of a quantity from zero

Additive Inverse-the number in the set of real numbers that when added to a given number will yield zero.

Irrational Number-a number that cannot be exactly expressed as a ratio of two integers

Odds-the probability that something is so, will occur, or is morelikely to occur than something else
the odds of getting green is 1:6
Rational number-a number that can be expressed exactly by a ratio of two integers

Perfect square-a rational number that is equal to the square of anotherrational number
9 because 3x3=9
Wednesday, September 8, 2010
Spreadsheet graphs
It is possible to make a spreadsheet misleading. The graphs I have above are misleading because the y axis starts on 200 instead of 0.
We use spreadsheets in math to graph problems online.
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