Recurring Decimals and Geometric Series (HSC SSCE Mathematics Advanced): Flashcards
📚Flashcards
Practise the cards
10 cards from this deck
ShowHide
Practise the cards
10 cards from this deck
Limiting sum formula for infinite geometric series
Limiting sum formula for infinite geometric series
Condition for limiting sum formula to work
Condition for limiting sum formula to work
Common ratio when 2 digits recur
Common ratio when 2 digits recur
Common ratio when 3 digits recur
Common ratio when 3 digits recur
What recurring decimals represent mathematically
What recurring decimals represent mathematically
Infinite geometric progressions
Value of as a fraction
Value of as a fraction
Handling non-recurring parts in mixed recurring decimals
Handling non-recurring parts in mixed recurring decimals
Add them separately to the recurring part's sum
What represents in
What represents in
First term of the recurring part
What represents in
What represents in
Common ratio of the geometric series
Final step after applying limiting sum formula
Final step after applying limiting sum formula
Simplify the fraction to lowest terms
