Friday, March 28, 2008
Coaster's pythagoras growing post
Here is my picture:
Part 2
Using embeddable web 2.0, describe how to find the missing side of a Right Triangle using the Pythagorean Theorem, show how to solve both for a missing leg and the hypotenuse (note: you may use numerical examples ie. a=4 b=6 c=?)

Robbie's Pythagoras Growing Post
the ones that are checked marked are the ones that go together.
Part Two:
Part Three:
You're locked out of your house and the only open window is on the second floor, 25ft above the ground. You need to borrow a ladder from one of your neighbours. There's a bush along side the edge of the house, so you'll have to place the ladder 10ft from the house. What length of ladder do you need to reach the window?
1.The Window is 25 ft above the ground.
2.The Bush is near the edge of the house and you will have to place the ladder 10 ft from the house.
3.You have lean the ladder on an angle to get it to the house.
Part Four:
Now that you have seen many Pythagorean problems, create your own word problem.
A little kid went to buy food from Foodland which was 9 miles north from his house and after he was done he went home. After he had enough money to buy a candy he loved so he rode his bike to the corner store to buy one which was 16 miles east from his house. If the little kid rode straight to the corner store after he shopped at Foodland, how far would he have road his bike?
Thursday, March 27, 2008
Jordan's Pythagoras Growing Post
Describe what a Pythagorean Triple is and use your perfect square chart from 1 squared to 10 squared to find another one other than 3,4,5.
What is a Pythagorean Triple?
A Pythagorean Triple is a theory that states that the two side lengths of a right angle triangle added together equals the hypotenuse. A² + B² = C²
When you look at the chart, you have to find which two perfect squares added together will equal another perfect square.You can find that 6² + 8² = 10².
Part 2
Part 3
You're locked out of your house and the only open window is on the second floor, 25ft above the ground. You need to borrow a ladder from one of your neighbors. There's a bush along side the edge of the house, so you'll have to place the ladder 10ft from the
house. What length of ladder do you need to reach the window?
Part 4
The Celtics on a road trip. First they're at Dallas, then they drive 8 miles down the road to Houston, then after they go to San Antonio. Finally they need to go back to Dallas from San Antonio. How long is the trip from San Antonio to Dallas?
Wednesday, March 26, 2008
A Pythagoras Triple is where three perfert squares connect to make a right triangle.
A and B are the legs of the triangle and when you add both them together are added together they equal c which is the hypotenuse of the triangle. A²+B²=C² is an equation to find C². Part 2
Part 4
The Pythagorean Theroem is: A2 + B2 = C2. so this Pythagorean is like: The Left square is A2, the bottom square is B2, and C2 is the square on the right. And all of this shows a right triangle. So thats the Pythagorean Triple and some of this tells about the Theroem
Sunday, March 23, 2008
Liezl's Pythagoras Growing Post
A pythagorean triple uses 3 perfect squared numbers to answer this question a²+b²=c²
a and b are the legs of the triangle and when their numbers are added together they equal c which is the hypotenuse of the triangle.
An example of a pythagorean triple :
Part 2.
Part 4.
Bubbles, Blossom and Buttercup were playing tag outside and Bubbles was it. Blossom was 7m away from Buttercup. Buttercup was 6m away from Bubbles. How far was Bubbles away from Blossom so that she can tag Blossom?
Carmen's Pythagoras Growing Post
Describe what a pythagorean triple is and use your perfect square chart from 1 squared to 10 squared to find another one other than 3,4,5.
PART 2
Using embeddable web 2.0, describe how to solve both for a missing leg and the hypoteneuse.(you may use numerical examples a=4 b=6 c=?)
PART 3
PART 4
Create a word problem:
Timothy was at the waterpark. He wanted to go on the BIG KAHUNA. It was 6m tall and 20m wide. How far does Timothy have to slide?
Katarina's Pythagoras Growing Post
Part One
Task: Describe what a Pythagorean Triple is and use your perfect square chart from 1 squared to 10 squared to find another one other than 3,4,5.
What is a Pythagorean Triple?
A Pythagorean Triple is a theory that states that the two side lengths of a right angle triangle(a & b) added together equal the hypotenuse(c). A² + B² = C²
When you look at the chart, you have to find which two perfect squares added together will equal another perfect square.
You can find that 6² + 8² = 10².
Part Two
Task: Using embeddable web 2.0, describe how to find the missing side of a Right Triangle using the Pythagorean Theorem, show how to solve both for a missing leg and the hypotenuse (note: you may use numerical examples ie. a=4 b=6 c=?)
Part Three
Question: You're locked out of your house and the only open window is on the second floor, 25ft above the ground. You need to borrow a ladder from one of your neighbours. There's a bush along side the edge of the house, so you'll have to place the ladder 10ft from the house. What length of ladder do you need to reach the window?
What do you know?
>The Window is 25 ft above the ground
> There is a bus that goes out 10 ft on the ground
>You have to lean the ladder on an angle to get it to the house
>You're trying to figure out how long the ladder is
Picture:
Tuesday, March 18, 2008
Monday, March 17, 2008
Cedric's Pythagoras Growing Post
Part 1:
Describe what a Pythagorean Triple is and use your perfect square chart from 1 squared to 10 squared to find another one other than 3,4,5. (Note: You need a picture, not simply text.)
A Pythagorean Triple is that 2 side lengths (also called legs A and B) added together
equals the hypotenuse (C). Also they use perfect squares to figure the hypotenuse.
(Means no decimal answers, just a whole number) It satisfies the solution:
a squared(a2) + b squared (b2) = c squared (c2)
A Pythagorean Perfect Square Chart.
Part 2:
Using embeddable web 2.0, describe how to find the missing side of a Right Triangle using the Pythagorean Theorem, show how to solve both for a missing leg and the hypotenuse (note: you may use numerical examples ie. a=4 b=6 c=?)
First we take 2 numbers (a=6 and b=8) and solve it. Take both a and b and make it
a squared + b squared =c squared. In numbers: 6 squared + 8 squared = c squared
6 x = 36 and 8 x 8 = 64. Add them together because it has to satisfy a squared + b squared =c squared.
36 + 64 = 100. 100 goes into 10. So C = 10 and C squared equals 100.
Here is a picture on what it looks like.
I used a picture cuz my bubbleshare and any other embbed thingies wont work. Ill change it when they start working. >.>
Part 3:
Explain how to solve a Pythagoras word problem. Use one of the examples we covered in class
(Worksheet A, B, LeFrog or Bonus Problem).
You're locked out of your house and the only open window is on the second floor, 25ft above the ground. You need to borrow a ladder from one of your neighbours. There's a bush along side the edge of the house, so you'll have to place the ladder 10ft from the house. What length of ladder do you need to reach the window?
What you already know.
House to the second floor window is 25 ft.
Ladder is 10ft from house.
Pythagoras Growing Post
Describe what a Pythagorean Triple is and use your perfect square chart from 1 squared to 10 squared to find another one other than 3,4,5. (Note: You need a picture, not simply text.)
This is a picture of a Pythagorem Triple. A pythagorem triple says that the legs ( a and b) and the hypotenuse (c) of a right triangle follows the equation, a2 + b2 = c2. so if you add the legs together, you'll get the hypotenuse. This also shows that if you add the small square with the medium sized square, you'll get the biggest square. It uses perfect squares to find out the hypotenuse.
Proof
Perfect Square Chart
Here is the next pythagoream triple. It was quite easy to find out after you look at the perfect sqaure chart.
Part 2
Using embeddable web 2.0, describe how to find the missing side of a Right Triangle using the Pythagorean Theorem, show how to solve both for a missing leg and the hypotenuse (note: you may use numerical examples ie. a=4 b=6 c=?)
Part 3
Explain how to solve a Pythagoras word problem. Use one of the examples we covered in class (Worksheet A, B, LeFrog or Bonus Problem).
I am going to explain how we solved LeFrog. First we had the question. Lefrog stands 1.5 meters from a wall where a fly is 2 meters up. If Lefrog's tongue comes out of his mouth 70 cm from the ground, how far does his tongue have to stretch to eat the fly?
LeFrogs tongue had to stretch 1.98 m to eat the fly.
To figure out this problem, you first look at the question and find out the lengths of the triangle to find the hypotenuse. The lengths of our triangle was 1.5 and 1.3. It was 1.3 on one side because of the calculations i did on the top left corner. We then had to find out the length of LeFrogs tounge. We then used our formula ( a2 + b2 = c2 ). We used this formula, when we got to c, we used our calculators to find the sqaure root of the number. Finally, we found the answer to how far LeFrogs tounge had to stretch to eat the fly.
PART 4 ABOVVE !!
Jocelyne's Scribe Post
here is the question:
Lefrog stands 1.5 meters from a wall where a fly is 2 meters up. if Lefrog's tongue comes out of his mouth 70 cm from the ground, how far does his tongue have to stretch to eat the fly ?
His tongue had to stretch 1.98 m to eat the fly.
>> click for bigger picture.
What we did to figure out the answer was we gathered our information about the triangle such as the lengths of the the sides a and b to figure out the hypotenuse c which was the tongue of Lefrog. We then made our formula for the answer so we found out the numbers of the square roots of a and b and added them to figure out c. When we figured out c we had to find the square root of it and we used calculators for that so it would be easier and after we had our answer for c and we figured out how long Lefrogs tongue had to stretch.
Sunday, March 16, 2008
Pythagoras Growing Post
A Pythagoras triple is like a mathematical equation which consists of a² + b² = c². You will have 3 perfect squares and if you add them together you will get a perfect square number. In the middle of the Pythagorean triple in this example, is a right angle triangle (90 degree angle). Where one side or square has a², another b², then c². Here we used the perfect square chart where 6² + 8² = 10². You can also use 3² + 4² = 5².
How to Find The Missing Side of A Right Triangle
Using the Pythagorean Theorem
#1
Well first we have to find out what are our sides. Here the right angle always points to the hypotenuse or c which is 10. a= 4 and we have to find out what b is. So what we have to do is make sure we have a formula to start off with then we insert our numbers 4² +b² = 10². Now we have to square the numbers, 4² become 16 and 10² becomes 100. To find b we have to go 16+16 = 10016. So b² = 84. The square root of 84 will equal b which is 9.16. b=9.16

#2
First start off with a formula. a² + b²= c². Then we punch in our digits 4² + 7² = c².Now we have to square the numbers 16 + 49 = 65. To find c we have to find the square root of 65 which is 8.06.
Lefrog
question: Lefrog stands 1.5 meters from a wall where a fly is 2 meters up. if Lefrog's tongue comes out of his mouth 70 cm from the ground, how far does his tongue have to stretch to eat the fly ?
One of the word problems we had to do in class was lefrog. We had to find out how far lefrog's tongue had to stretch to reach the fly. The question was just like a find the missing side question where you have to find out c. Although you have to convert cm to m. Which equals 0.7m then subtract that from 2m. Then we have to find a right triangle and draw it out with 1.3 as a and 1.5 as b and then we had to find c. After we squared the numbers we got 1.69 + 2.25 = 3.94 m . c² = 3.94 . The square root of 3.94 = c or 1.98.
Word Problem
Mr. Triangle is traveling to Mr . circles house on a car . He isn't a very smart fellow either. So far he drove 6m east then turned south 9m. After he has hit the end of 9m he has to go for a pit stop and finds out that he might not have enough gas to reach mr circles house. How far does he need to travel?
Mr. Triangle has to travel 10.81m to travel to Mr. circle's house.
Pythagoras Growing Post
A pythogorean thereom is three unknown numbers: a , b and c. They obey the following relationship a2 + b2 = c2. A & B are both legs and C is the hypotenuse.
Perfect Square Chart
Part 2
Using embeddable web 2.0, describe how to find the missing side of a Right Triangle using the Pythagorean Theorem, show how to solve both for a missing leg and the hypotenuse (note: you may use numerical examples ie. a=4 b=6 c=?)
Part 3:
Explain how to solve a Pythagoras word problem. Use one of the examples we covered in class (Worksheet A, B, LeFrog or Bonus Problem).
Lefrog stands 1.5 meters from a wall where a fly is 2 meters up.
Lefrog's tongue comes out of his mouth 70 cm from the ground
how far does his tongue have to stretch to eat the fly?
LeFrogs tongue stretched 1.98 m to eat the fly.
A²= 1.3²
B²= 1.5²
C²= ???
A² + B² = C²
1.3² + 1.5² = C²
1.69 + 2.25 = C²
C² = 3.94
/c²=/3.94
/3.94=1.98
Part 4:
Now that you have seen many Pythagorean problems, create your own word problem.
Pythagoras Growing Post
Describe what a Pythagorean Triple is and use your perfect square chart from 1 squared to 10 squared to find another one other than 3,4,5. (Note: You need a picture, not simply text.)
What is a Pythagorean Triple ?
A pythagorean triple is a triangle that has two legs and one hypotenuse. The legs are labelled as a and b and the hypotenuse is c. The theory of the pythagorean triple is when you add the side lengths a and b it equlas c. The equation would be a² + b² = c² .
An example of a Pythagorean Triple using the perfect square chart:
Part 2.
Using embeddable web 2.0, describe how to find the missing side of a Right Triangle using the Pythagorean Theorem, show how to solve both for a missing leg and the hypotenuse (note: you may use numerical examples ie. a=4 b=6 c=?)
Part 3.
Explain how to solve a Pythagoras word problem. Use one of the examples we covered in class (Worksheet A, B, LeFrog or Bonus Problem).
Lefrog stands 1.5 meters from a wall where a fly is 2 meters up. if Lefrog's tongue comes out of his mouth 70 cm from the ground, how far does his tongue have to stretch to eat the fly ?
First gather your information that you have now :
 lefrog is 1.5 meters from the wall
 a fly is 2 meters up the wall
 his tongue comes out of his mouth 70 cm from the ground
It should look something like this :
Lets start with the formula, it would be a² + b² = c². once you got the formula you start to fill in your formula with the information that you have already. a² + b² = c² now turns into 1.3m² + 1.5m² = c². With 1.3m² + 1.5m² = c² you have to square off the squared numbers to add it and so it equals c². Multiply the base numbers by itself.1.3m x 1.3m = 1.69m, 1.5m x 1.5m = 2.25m. Now you add those numbers together to equal c². 1.69m + 2.25m = 3.94m . Now you know what c² equals you just have to find the square root of it. You have to use a calculator for this so you just punch in 3.94 and press the square root button and that gives us 1.98. So now our answer is LeFrog has to stretch his tongue 1.98 m to eat the fly.
PART 4.
Now that you have seen many Pythagorean problems, create your own word problem.
Jessica B's Scribe Post
Pythagoras Growing Post
Describe what a Pythagorean Triple is and use your perfect square chart from 1 squared to 10 squared to find another one other than 3,4,5. (Note: You need a picture, not simply text.)
This is a pythagorean triple. It uses perfect square numbers to satisfy a2 + b2 = c.
Using embeddable web 2.0, describe how to find the missing side of a Right Triangle using the Pythagorean Theorem, show how to solve both for a missing leg and the hypotenuse (note: you may use numerical examples ie. a=4 b=6 c=?)
Part 4
Kate's Pythagoras Growing Post
"Part One"
Task: Describe what a Pythagorean Triple is and use your perfect square chart from 1 squared to 10 squared to find another one other than 3,4,5.
To find the next Pythagorean Triple you look at your perfect Square chart to figure out which will work.
When you look at that you have to decide which two perfect squares added together will equal to another perfect square.
Right away you can tell that 6² + 8² = 10²
Then you can draw it out.
You can also show it this way:
A² + B² = C²
6² + 8² = 10²
36 + 64 = 100
It all means the same thing.
"PART TWO"
Task: Using embeddable web 2.0, describe how to find the missing side of a Right Triangle using the Pythagorean Theorem, show how to solve both for a missing leg and the hypotenuse (note: you may use numerical examples ie. a=4 b=6 c=?)
" Part Three "
Question: You're locked out of your house and the only open window is on the second floor, 25
ft above the ground. You need to borrow a ladder from one of you rneighbours. There's a bush along side the edge fo th ehouse, so you'll have to place the ladder 10ft from teh house. What length fo the ladder do you need to reach the window?
So first you should lay out the information you know.
>The Window is 25 ft above the ground
> There is a bus that goes out 10 ft on the ground
>You have to lean the ladder on an angle to get it to the house
>You're trying to figure out how long the ladder is
Then Try to Draw it out... Like this...
You probably noticed its is a right triangle. After noticing that you can use the Pythagorean theorem to solve what C is. ( C is always the side the right angle is pointing to with its corner.) Since you know that A² + B ² = C ² you plug in the info you know already
The Theorem
A² + B² = C²
Then you put the numbers in you know. A² & B² can be swapped it doesn't matter what number is where. I always put the smaller number in A.
10² + 25² = C²
Then you have to square the numbers as the theorem states. All you have to do is take the base number and multiply itself by itself.
10 x 10 = 100
25 x 25 = 625
Then you put those numbers into your equation.
100 + 625 = C²
Now all you got to do to find out what C² is is add the two numbers together.
100 + 625 = 725
That means that C² is 725
C² = 725
Now you have to find the square root of that number to find out how long the ladder is.
The square root of 725 is :
Fraction :
" Part Four "
Task: Now that you have seen many Pythagorean problems, create your own word problem.
(Highlight to see text. It's in white so you don't see it until you want to)
This is all in words becuase I didn't know how to hide pictures.
If the outhouse is 8 feet tall & the sticker was half way up that means the sticker is 4 Feet high. Now you know that one of the legs is 4. The right angle is where the ground meets the outhouse.
To the edge of the tree stump is 6 Feet. To find the hypotenuse or how long Giggle's is all you got to do is follow this:
A² + B² = C²
4² + 6² = C²
16 + 36 = C²
C² = 52
The square root of 52 is 7 3/15 or 7 1/3 OR 7.21
THATS ALL FOR NOW :)