For one of our AMP projects I did a word search on native birds.I tried to make it so it would fit the age group 7-9.
Kea Tui Kiwi Fantail Kakapo Weka
Silvereye Fernbird Bellbird Whio
I was a pupil at Rāwhiti School and this blog is where I shared my learning. This blog has been archived, no further content will be uploaded or added. You are welcome to continue viewing posts, however commenting has been disabled.
For one of our AMP projects I did a word search on native birds.I tried to make it so it would fit the age group 7-9.
Kea Tui Kiwi Fantail Kakapo Weka
Silvereye Fernbird Bellbird Whio
This is a Octagonal Pyramid it has:-
9 faces9 Vertices
16 edges
It was already pre-made and I had to cut it out and fold along the dotted lines. I had to use tape in the end to stick it together.
1. Don't be embarrassed to put your hand up and ask a question
2.Clean your own mess otherwise the whole class gets punished and EVERYONE blames you
3.Take every opportunity you, even if you don't think its your things it still worth a try
4.Skipping class to do jobs isn't worth it because you miss important lessons
5.People don't think its cool to talk back or use poor language
6.Don't leave your work for the end of the week.You'll have to stay behind while your friends do things like choice and challenge.
7.Don't talk while the teacher is talking there is plenty of time to do that.
8.Make sure you have your equipment organised!
9.Be aware that your not a year 7 anymore and there will be slight changes in what the teachers expect from you
10.Have fun because its your last year at primary school.(Just enjoy it)
Today we had to design a net and construct a squared pyramid:
I found that I should've made the flaps slightly bigger so it was easier to glue together.
I did the base as 4cm and the sides as 6cm.
We are focusing on the properties of a polygon.
A polygon must be 2D, must be made up of all straight lines , no intersecting lines and all points must be touching ( No gaps). This diagram shows how I sorted what weren't polygons. Some polygons intersect but these are called complex polygons and somehow this contradicts its own rule, I think.