Distance Between Two Points (Leaving Cert Mathematics): Flashcards
📚Flashcards
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12 cards from this deck
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Practise the cards
12 cards from this deck
Distance formula for two points
Distance formula for two points
What theorem is the distance formula based on?
What theorem is the distance formula based on?
Pythagorean theorem
Meaning of equidistant
Meaning of equidistant
Same distance from both points
Step 1: Calculate distance
Step 1: Calculate distance
Identify coordinates as and
Step 2: Calculate distance
Step 2: Calculate distance
Find differences and
Step 3: Calculate distance
Step 3: Calculate distance
Square the differences
Step 4: Calculate distance
Step 4: Calculate distance
Add the squares
Step 5: Calculate distance
Step 5: Calculate distance
Take the square root
Value of when squaring differences
Value of when squaring differences
9, not -9
Form for distance answers unless told otherwise
Form for distance answers unless told otherwise
Surd form (e.g., )
Sign of distance values
Sign of distance values
Always positive
Using distance to prove isosceles triangle
Using distance to prove isosceles triangle
Show two sides have equal length
