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25/26 EHE (H) - Terminating/Recurring decimals

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Created on September 29, 2021

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Terminating/Recurring Decimals

y dπ‘₯

b2-4ac

A = lw

AS

Wayground - 8Qs4 - H

Pin: 6539 9522

Challenge

joinmyquiz.com

y dπ‘₯

1. Factorise x2 -2x - 35 2. Write down the formula for the surface area of a cylinder. 3. Simplify (3h2)3 4. Complete the tree diagram knowing that eating salad and drinking coffee are independent events.

b2-4ac

A = lw

AS

Recurring Decimals

y dπ‘₯

Recurring decimals, are decimals wherein a figure or group of figures is repeated indefinitely. They are not irrational, as they can be written as fractions (irrational numbers cannot be written as fractions). You should already know these two examples: e.g. 0.333333 = 0.3 = 1/3 0.666666 = 0.6 = 2/3

b2-4ac

A = lw

AS

But how do you go from the decimal to the fraction?

convert recurring decimal to fraction

y dπ‘₯

0.8
0.72

b2-4ac

A = lw

AS

convert recurring decimal to fraction

y dπ‘₯

0.216
0.4567

b2-4ac

A = lw

AS

convert recurring decimal to fraction

y dπ‘₯

A bit different

Greater than 1

3.941
0.53

b2-4ac

A = lw

AS

convert recurring decimal to fraction

y dπ‘₯

0.786
2.065

b2-4ac

A = lw

AS

Recurring decimals - convert to fractions

y dπ‘₯

b2-4ac

A = lw

AS

Recurring decimals - challenge

y dπ‘₯

Work out the expression and give the answer as a fraction 3.17 + 0.62

b2-4ac

A = lw

AS

past paper Questions

y dπ‘₯

b2-4ac

A = lw

AS

Terminating/Recurring Decimals

y dπ‘₯

Century Tasks

b2-4ac

Recurring Decimals 1: 1–2 Digits [MH51.04]

01

A = lw

Recurring Decimals 2: 2–4 Digits [MH51.05]

02

Head to 'my courses'
Click on this one
Then search for the nugget.

Recurring Decimals 4: Special Cases [MH51.07]

03

AS

Recurring Decimals 5: Calculations [MH51.08]

04

https://drive.google.com/file/d/1cw-5LkBKjywGEAnNUU7bDLDsUHd4x1ia/view?usp=sharing

y dπ‘₯

b2-4ac

A = lw

AS

y dπ‘₯

b2-4ac

A = lw

AS

https://drive.google.com/file/d/1cw-5LkBKjywGEAnNUU7bDLDsUHd4x1ia/view?usp=sharing

y dπ‘₯

b2-4ac

A = lw

AS

https://drive.google.com/file/d/1cw-5LkBKjywGEAnNUU7bDLDsUHd4x1ia/view?usp=sharing

A Level

Higher

Foundation

b2-4ac

dy

dx

f(π‘₯+a)

y dπ‘₯

Logs

b2-4ac

dy

dx

f(π‘₯+a)

y dπ‘₯

Logs

A Level

Higher

Foundation

b2-4ac

dy

dx

f(π‘₯+a)

y dπ‘₯

Logs

b2-4ac

dy

dx

f(π‘₯+a)

y dπ‘₯

Logs

b2-4ac

dy

dx

f(π‘₯+a)

y dπ‘₯

Logs

A Level

Higher

Foundation

A Level

Higher

Foundation

Calculate the area of triangle BCD

A Level

Higher

Foundation

b2-4ac

dy

dx

f(π‘₯+a)

y dπ‘₯

Logs

A Level

Higher

Foundation

A Level

Higher

Foundation

b2-4ac

dy

dx

f(π‘₯+a)

y dπ‘₯

Logs

A Level

Higher

Foundation

b2-4ac

dy

dx

f(π‘₯+a)

y dπ‘₯

Logs

b2-4ac

dy

dx

f(π‘₯+a)

y dπ‘₯

Logs

b2-4ac

dy

dx

f(π‘₯+a)

y dπ‘₯

Logs

b2-4ac

dy

dx

f(π‘₯+a)

y dπ‘₯

Logs

A Level

Higher

Foundation

<iframe src="insert web address here" width="100%" height="600" style="border:none;" allowfullscreen> </iframe>

A Level

Higher

Foundation

A Level

Higher

Foundation

b2-4ac

dy

dx

f(π‘₯+a)

y dπ‘₯

Logs

b2-4ac

dy

dx

f(π‘₯+a)

y dπ‘₯

Logs

A Level

Higher

Foundation

A Level

Higher

Foundation

A Level

Higher

Foundation

b2-4ac

dy

dx

f(π‘₯+a)

y dπ‘₯

Logs