maths - converting ratios

Converting Ratios

Fika - 

WALT: convert the ratios into the simplest form.

Write each ratio in its simplest form

Eg 1: 12 to 36 = 12 x1 : 12 x 3  (divides by 12 both sides)

          1 : 3

Eg 2 : 35 : 15 =  5 x 7 : 5 x 3     (divided by 5 both sides)

  7 : 3

25 to 125 = 25 x 1 : 25 x 5 = 1 : 5	24 : 72 = 24 x 1 : 24 x 3 = 1 : 3
45 to 180 = 45 x 1 : 45 x 4 = 1 : 4	14 : 56 = 14 x 1 : 14 x 4 = 1 : 4
36 : 12 = 12 x 3 : 12 x 1 = 3 : 1	28 to 56 = 28 x 1 : 28 x 2 = 1 : 2
14 : 56 = 14 x 1 : 14 x 4 = 1 : 4	42 : 21 = 21 x 2 : 21 x 1 = 2 : 1
15 : 30 = 15 x 1 : 15 x 2 = 15 : 2	33 : 55 = 11 x 3 : 11 x 5 = 3 : 5
58 to 174 = 58 x 1 : 58 x 3 = 1 : 3	90 to 150 = 30 x 3 : 30 x 5 = 3 : 5
21 to 84 = 21 x 1 : 21 x 4 = 1 : 4	70 to 140 = 70 x 1 : 70 x 2 = 1 : 2
13 : 65 = 13 x 1 : 13 x 5 = 1 : 5	15 : 75 = 5 x 3 : 5 x 15 = 5 : 15
30 to 90 = 30 x 1 : 30 x 3 = 1 : 3	51 to 153 = 51 x 1 : 51 x 3 = 1 : 3
75 to 150 = 75 x 1 : 75 x 2 = 1 : 2	40 to 160 = 40 x 1 : 40 x 4 = 1 : 4
10 : 90 = 10 x 1 : 10 x 9 = 1 : 9	12 : 60 = 12 x 1 : 12 x 5 = 1 : 5
44 : 55 = 11 x 4 : 11 x 5 = 4 : 5	29 : 37 = 1 x 29 : 1 x 37 = 29 : 37
12: 8 = 4 x 3 : 4 x 2 = 3 : 2	2: 20 = 2 x 1 : 2 x 10 = 1 : 10
3: 36 = 3 x 1 : 3 x 12 = 1 : 12	8: 16 = 8 x 1 : 8 x 2 = 1 : 2
10: 50 = 10 x 1 : 10 x 5 = 1 : 5	100: 10 = 10 x 10 : 10 x 1 = 10 : 1
10: 60 = 10 x 1 : 10 x 6 = 1 : 6	35: 45 = 5 x 7 : 5 x 9 = 7 : 9
21: 49 = 7 x 3 : 7 x 7 = 3 : 7	20: 40 = 20 x 1 : 20 x 2 = 1 : 2

my reflection - term 2

 

Success:

Math

• This term I have enjoyed doing maths because I have learnt

• many things from doing maths like different types of

• strategies and topics. I know how to simplify improper

• and proper fractions, how to find the circumference of

• a circle, how to simplify improper fractions into a mixed

• fraction, and how to solve math equations.

• I also like to do bedmas because it is more challenging

• and harder with 4 operations.

• I like to use algorithms because it is easier for me to

• solve mathematical equations if I don’t know what it equals to.

Improvement:

Reading:

• I need to improve my reading by asking critical

• questions and getting better at predicting and

• inferring what I'm reading.

Writing

• In writing I need to improve my writing by using

• figurative language and using more details when

• I am writing an exposition.

• Using more compound, complex and connectives.

• I also need to work on using more interesting words

• and timely connectives in my recount.

• Using varieties of punctuation such as capital letters,

• comas in the right place and other punctuation.

Maths

•  In maths I need to improve my problem solving

• and apply my knowledge to it.

• I need to show and explain my work in a way that

• other people can understand.

Obstacles:

The thing that is stopping me from doing my work is I am

easily getting distracted by those around me and talking to

them so I need to be able to manage myself better rather

than easily getting distracted.

My Favourite Topic:

My favourite topic in school is maths because maths is a

common subject that I can do and that I enjoy the most.

fraction problem

 

dawn raids

 In the few past weeks I have been learning about Dawn raid and how the government treated them. This is my example of Dawn Raid shown on Pixton.

maths

 I have been learning how to simplify proper and improper fractions. It was a bit challenging for me because to simplify the improper fractions you have to convert it into mixed fractions but once I kept on simplifying improper fractions I got used to the strategy being used.

Fractions