Short Story for Kids written by: Ulica Tizaber.
Once upon a time, there was a mouse who was a mouse and a pedestrian. He was living on a farm, because he was a wood mouse, and sometimes he made trip...
Radius of the semi circle is 5 units.
Calculating r, radius of the inscribed circle.
(5-r)² = 3²+r²
25-10r+r² = 9+r²
10r = 16
r = ⅕(8) units.
a = 3-r
a = ⅕(7) units.
b² = 5²-a²
b = ⅕(24) units.
c =...
Clever is never enough. Our Resilient and Productive Mathematics Educators will be glad to be at your service. Communicate us to mentor/coach your child/children become a better Mathematician
Short Story written by: Luis Muñoz (Spain).
There was a country house in a beautiful valley. It was very big, beautiful, built with good taste, and full of details.
The owner was a well off landowne...
Let the two equal lengths be 1 unit.
(a) Calculating Theta exactly.
Let theta be x.
Calculating x.
x = ½(90-54)
x = ½(36)
x = 18°
sin18 = a/1
a = 0.30901699437 unit.
b = 90-18
b = 72°
sin72 = c/1
c...
Short Story written by: Chris Morales.
There was a girl called Anna, who was studying in Esmarth Vil, a primary school in the United States.
She was the most hardworking girl at her school, her ma...
Once upon a time…
There was a golf club called Golfy, who played golf every day on a golf links made precisely to practice this sport on the outskirt of the city.
The golf club was a marvellous go...
Let x^(7) be p.
Therefore;
p²-843p+1 = 0
p = ½(843±377√(5))
p = ½(843-377√(5))
Or
p = ½(843+377√(5))
And p = x^(7)
It implies;
x = (½(843-377√(5)))^(1/7)
Or
x = (½(843+377√(5)))^(1/7)
x = 0.3819660...
Principle 1: Let It Make Sense
Let us strive to teach for understanding of mathematical concepts and procedures, the "why" something works, and not only the "how".
This understanding, as I'm sure yo...
Short Story for girls and boys written by: Graccgi.
Once upon a time…
…there was a mouse called Rudolf who was a very bad mouse.
One day, Lucy, Rudolf´s neighbour came back from shopping and needed...
