Showing posts with label Math. Show all posts
Showing posts with label Math. Show all posts
Tuesday, 6 November 2018
A range of maths problems
WALT: apply our maths knowledge to a range of concepts
Thursday, 18 October 2018
Transformation 2
For this we had to translate the square into different places and then I also had to reflect and enlarge the shape by 2 at one point.
WALT: transform shapes using reflection, rotation and translation
WALT: transform shapes using reflection, rotation and translation
Thursday, 6 September 2018
Perfect Perimeter
In this presentation there is perimeter, Area and volume that I had to figure out. The shapes I had to find the area and perimeter was from a right angled triangle a square and a rectangle and I had to find the volume from a cuboid.
WALT: calculate area and perimeter
WALT: calculate area and perimeter
Friday, 6 July 2018
Dazzling Decimals
WALT: convert between fractions, decimals and percentages
Labels:
2018,
Angels,
dazzling decimals.,
Math,
pt england,
rm4
Wednesday, 6 June 2018
Tuesday, 20 March 2018
Spectacular Shapes 1
Spectacular Shapes
We are learning to identify shapes by their properties
Algebra Recap:
6A = 36 A = 2
6B = 48 B = 8
14 - C = 5. C = 9
|
20 + D = 29. D =9
E - 6 = 15. E = 9
F x 2 + 1 = 21. F = 10
|
Name the following shapes:
Identify the following shapes based on their properties:
WALT: identify shapes by their properties
WALT: collaborate with others to solve problems effectively
Name of the Shape
|
Properties
|
Parallelogram
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A Quadrilateral with four even sides and four vertices with 90 degree angles
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Decagon
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A Polygon with 8 sides
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Triangle
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A quadrilateral with two sets of parallel sides
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Trapezoid
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A quadrilateral with one set of parallel sides
|
cube
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A Square that is 3D (three dimensional)
|
Rectangular prism
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A triangle that is 3D
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sphere
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A 3D shape with no sides or edges
|
Friday, 16 March 2018
3D shapes
Square based pyramid
12 edges
8 vertices
6 faces
3D shape
1 square face and 4 triangle faces.
The triangle faces are equilateral triangles, so they have equal length sides and angles.

Cube
12 edges
8 vertices
6 faces
3D shape
the inside angle of the square faces are 90 degrees.
WALT: identify shapes by their properties
12 edges
8 vertices
6 faces
3D shape
1 square face and 4 triangle faces.
The triangle faces are equilateral triangles, so they have equal length sides and angles.

Cube
12 edges
8 vertices
6 faces
3D shape
the inside angle of the square faces are 90 degrees.
WALT: identify shapes by their properties
Monday, 12 March 2018
Extra Algebra Problems
WALT: identify shapes by their properties
Friday, 23 February 2018
Square and Square Roots
WALT: work collaboratively and justify our thinking
WALT: work with maths visually
This is my work that i have finished and in this presentation is some basic square and square root equations.
Monday, 4 December 2017
Time word problems
WALT: Use our known strategies to work out time lapse problems
Location:
New Zealand
Thursday, 30 November 2017
Word problems
WALT: Understand which 2 operations (+, -, x, /) can be used to solve each problem.
Location:
New Zealand
Monday, 20 November 2017
Multiplication Pyrimid
WALT: Understand which 2 operations (+, -, x, /) can be used to solve each problem.
Location:
New Zealand
Wednesday, 15 November 2017
Math Problems
WALT solve maths problems
Success Criteria: I know I can do this when I can:
- use BEDMAS to solve equations with more than one operation
- use basic facts knowledge to solve addition and multiplication problems
In these slide it shows there is different type of word problems. We also made 10 different bedmas Brackets.
Location:
New Zealand
Monday, 11 September 2017
Multiplication pyramid
5 x 10 = 50
5 x 5 = 25
50 + 25 = 75
15 x 12 = 180
12 x 10 = 120
12 x 5 = 60
120 + 60 = 180
12 x 4 = 48
10 x 4 = 40
2 x 4 = 8
40 + 8 = 48
75 x 180 =
70 x 100 = 7000
70 x 80 = 5600
5 x 100 = 500
5 x 80 = 400
7000 + 5600 = 12600
500 + 400 = 900
12600 + 900 = 13500
180 x 48 =
40 x 100 = 4000
40 x 80 = 3200
8 x 100 = 800
8 x 80 = 640
4000 + 3200 = 7200
800 + 640 = 1440
7200 + 1440 = 8640
13500 x 8640 =
8640 x 10000 = 86400000
8640 x 3000 =25920000
8640 x 500 = 4320000
86400000 + 25920000 + 4320000 = 116640000
Thursday, 7 September 2017
Transformation
There is a app on the slides that can or will help you with Rotate,Reflect, and translate.
Labels:
2017.,
Angels,
Math,
rm5,
word problem.
Location:
New Zealand
Wednesday, 6 September 2017
Translate
Question - The rectangle slides to a new position.
Which of the following could be the new position of the rectangle?
Which of the following could be the new position of the rectangle?
This had to be the easiest because you had to slide the shape along and the other options were turned or something else
Question - The L-shape is translated at an angle of 60° and a distance of 4 units, then translated again at an angle of -10° and a distance of -3 units
Which one of the following shows the correct image?
This was the hard one because I didn't know what was going on and I just didn't get what was happening
Rotation
This was the Question - The square is rotated one complete turn about the point O.
Which of the following shows the new position of the square?
This was the easy Rotation I did because all you did was a full turn, you just had to leave it there because it was a full turn 180 degrees
Which of the following shows the new position of the square?
This was the easy Rotation I did because all you did was a full turn, you just had to leave it there because it was a full turn 180 degrees
The Question - Rectangle A′B′C′D′ is the image of rectangle ABCD after which of the following rotations?
This one was hard and confusing because I didn't know what to do .
Monday, 4 September 2017
Monday, 28 August 2017
Geometry making rockets
For today's math session we were doing some geometry/math . First each person in the class had to have 10-12 cube blocks. We used the cube blocks to build a rocket. After we are done
making the rockets we have to draw the ship on a math book from a birds eye view , side eye view and a front view.
Once we have finished drawing we have to get a buddy to look at the drawing and make the ship I have designed. They can only look at the drawing.
Location:
New Zealand
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