This
week we will be learning about Pythagoras, one of the first Greek mathematical
thinkers.
His
famous Pythagorean Theorem (Pythagoras
theorem)
found out something amazing to do with right angled triangles.
Can you
find out what it was?
This comment has been removed by a blog administrator.
ReplyDeletehttps://www.mathsisfun.com/pythagoras.html
ReplyDeleteover 2000 years ago there was a new discovery about triangles and squares that 3 sided the largest has the exact same area that's why its called Pythagoras Theorm
ReplyDeletePYTHAGORA THEOREM
ReplyDeletePYTHAGORA THEOREM is used to find the length of missing sides in right-angled triangles. if the lengths of two sides of a right-angled triangle are knows, the length of the third side can be worked out using PYTHAGORA THEOREM.
the basic principle of PYTHAGORA THEOREM is that squaring the two smaller side of a right-angeled triangle (i.e. multiplying each side by itself) and adding the result together will equal the square of the longest side. the idea of "squaring" each side can be shown literally as three different square shapes. on the right, a squere on each of the 3 side shows how the biggest square has the same area as the other two squares put together.
a2+b2=c2
Pythagorean Theorem:
ReplyDeleteA squared + B squared = C squared.
Pythagoras's life:
Pythagoras was born circa 596 BC in Samos, Ionia and died circa 475 BC. He was a mathematician.
Pythagorean Theorem
ReplyDeletePythagoras was an Ancient Greek mathematician and lived between 570 BC and 495 BC. He discovered an amazing fact to do with right angled triangles. It states that the square of the hypotenuse (the side opposite the right angle) is equal to the sum of the other squares.
C represents the hypotenuse while a and b represent the other two sides. If the value of a and b are known, the value of c can be calculated using this equation:
a + b = c

Prisha it's actually A squared+B squared = C squared.
DeleteThe Pythagoras Theorem
ReplyDeletePythagoras (circa 570 – 490 B.C.E) was a famous Greek mathematician and philosopher who had a theory on finding the length of the hypotenuse (the side of a right-angle triangle opposite from the right angle) from knowing the length of the other two sides.
Pythagoras created an algebraic statement known now as the Pythagorean Equation. Let the hypotenuse of the triangle (the longest side) be called C. Let the other two sides be called A and B. The Pythagorean Equation says that A2 + B2 = C2.
This can also be shown by drawing squares on each side of the triangle. The area of the two smaller squares will add up to the area of the larger one.
This was one of Pythagoras’ most significant contributions to Maths, and the principles of his theorem is still used today in modern technology, such as satellite navigation, mobile telephones and air travel.
pthogaroras was a person who created triangles in the greek day.His theory was that A square + b square = to c square .c square = 25 and normal c =5.
ReplyDeleteA squared +B squared= C squared
ReplyDeleteThe Pythagoras Theorem
ReplyDeletewhen a triangle has a right (90o) and squares are made on each of the three sides, then the biggest square has the exact same area as the other two squares put together!
C is the longest side of the triangle and, A and B are the other two sides
The longest side of the triangle is called the "hypotenuse"
Pythagoras's life:
Pythagoras lived between 570bc and 495bc in Samos, Ionia and He was a mathematician.
Pythagoras is the man who found an big discovery about right angle triangles. On a triangle if one side is A and one side is B he found out that if A is 3 and B is 4 than to find C you have to do 4 times by 4 which is 16 and 3 times by 3 which is 9. So if you do 16+9=25. This can also be written as C2+B2=C2. This is also known as the Pythagoras thermal. Pythagoras was born in the year 500BC to 580BC. Pythagoras made his own religion where you couldn't step on toe nails. You were not allowed to touch beans. Pythagoras died when a couple of assassins were catching him. He ran to a field but it was a bean field and he had to stop and he got killed. Sufyaan
ReplyDeletePythagoras and his achivements
ReplyDeletePythagoras was an excellent mathematitian in Greek times.He was born in 580BC and died in 500BC. He is famous for the Pythagorean equation. (A sqaured + B squared = C squared.) he made a maths changing discovery. He found out that if all the angles of a triangle are equal, they will add up to 180o.He found his own religion in 530BC.The religious ruled were:
-No wearing animal skin
-no touching beans
-no eating meat
-no standing on fingernails
He was murdered when 2 brutal assassins were pursuing him.He run to a bean field,but 1 of his religious rules were no touching beans, sooo, theycaught up and killed him...OOPS!
Pythagoras’s theorem
ReplyDeletePythagoras discovered that when a triangle has a right angle (90⁰) and squares are made on each of the three sides then the biggest square has the exact same area as the other two squares put together. This can be shown as:
A2 + b2 = c2
Pythagoras
ReplyDeletePythagoras was born in 580BC in circa. He was most fond of Astronomy, Mathematics and Science. He made a school where he taught pupils about numbers to help them understand the universe better.
Pythagoras was the first one to discover that a triangle is equal to 180o. Triangles were his favorite shape. His most famous discovery is of Trigonometry. His theory that a2 + b2 = c2.
However Pythagoras was very crazy. He made his own religion. People who followed him were called ‘Pythagoreans’. They had some pretty weird rules.
To not eat meat
To not touch beans
To not place your fingernails down.
One day Pythagoras was chased by people who wanted to kill him. He ran and ran until he came to a farm. The thing was – it was a bean farm. Pythagoras’s rule was to never touch beans. This was why he waited there. The chases caught up with him and killed him in 500BC
Pythagoras’s theorem
ReplyDeletePythagoras discovered that when a triangle has a right angle (90⁰) and squares are made on each of the three sides then the biggest square has the exact same area as the other two squares put together. This can be shown as:
A2 + b2 = c2
Pythagoras was one of the greatest mathematical thinkers in Ancient Greece. He was born around 580 BC and died around 500 BC. Pythagoras made a big discovery about right angled triangles. If you see on a triangle if one side is A and one is B and A is 4 and B is 3 you had to find out what C was. To do this you times 4 and 3 by itself. 4 x 4 = 16 and 3 x 3 = 9 . Then you do 16 = 9 = 25. It can also be written as
ReplyDeleteA2 + B2 = C2. Pythagoras had a school and made up his own school . If you were at his school you were called a Pythagorean. Pythagoras had a lot a crazy rules. Don't step on fingernails, don't eat meat ( you didn't eat meat because you might be eating your friend) and don't touch beans. Pythagoras' death is actually unknown but it could be because he was being chased by a group of assassins . He was approaching a bean field but he couldn't pass because it was one of his rules and he said that he refused and he would rather get killed. So the assassins caught up with him , caught him and then killed him.
Daniel
ReplyDeleteThe longest side of the triangle is called the hypoienuse, so the formal definition is.
In a right angled triangle ;the square of the hypotenuse is equal to the sum of the squaresof the other two sides.
a2+b2=c2
But remember it only works on right angled triangles!.
PYTHAGORAS THEOREM
ReplyDeleteA2+B2=C2
Pythagoras was a great man in the ancient Greek times.
Pythagoras lived between 570BC AND 495BC in Samos
He was a great Mathematician.Pythagoras found a big discovery about right angle triangles.
He discovered that A=3 and B=4 then C can be found by using A2+B2=C2.
3x3 + 4x4 = ?
9 + 16 = 25.
Pythagoras was a Greek mathematician and philosopher who lived between 570 and 495 BC.
ReplyDeleteHe is best remembered for his theorem - when a triangle has a right angle (90 degrees) and squares are made on each of the three sides then the biggest square has the exact same area as the other 2 squares put together.
This is useful when we know the lengths of two sides of a right angled triangle as we can find the length of the third side.