• Shuffle
    Toggle On
    Toggle Off
  • Alphabetize
    Toggle On
    Toggle Off
  • Front First
    Toggle On
    Toggle Off
  • Both Sides
    Toggle On
    Toggle Off
  • Read
    Toggle On
    Toggle Off
Reading...
Front

Card Range To Study

through

image

Play button

image

Play button

image

Progress

1/17

Click to flip

Use LEFT and RIGHT arrow keys to navigate between flashcards;

Use UP and DOWN arrow keys to flip the card;

H to show hint;

A reads text to speech;

17 Cards in this Set

  • Front
  • Back

Any line segment that connects two points on a circle is called...

CHORD

CHORD




Equal chords are equidistant from centre

Any line segment that connects the center to a point on the circle is called...






Any chord that passes through the center is called...



...radius




... Diameter (2*radius)

...radius






... Diameter (2*radius)

Any chord that is not a diameter of a circle will be........ than the diameter of the circle.

SHORTER

SHORTER

Any line that is tangent to a circle is...... to a radius or diameter at that point
PERPENDICULAR

PERPENDICULAR

Circumference = 2πr



π is equal to...

Some GMAT problems will require you to calculate π. In those, use 3.14 or 22/7

A full revolution equals the Circumference



If a wheel spins at 3 revolutionsper second and its diameter is 10 units...

A point on the edge will travel at a rate of 30π/s (Circumference = 10 π, and the point travel three circumferences per second)

Calculate a circles Arc Length with a Radius...

* A portion or distance ON a circle is called ARC. 

* The length of Arc AxB can be calculateded by: 


Length AxB = Circumference . Angle/360
A portion or distance ON a circle



Arc Lenght = RADIUS * Central Angle

Calculate a circle Arc Length with a Circumference...

The length of Arc AxB can be calculateded by: 
Circumf *Angle/360
The length of Arc AxB can be calculateded by:



Circumf *Angle/360

How do we call the Height between a Chord and the frontier or a circle?

 RISE

RISE

Arc length


or

Lenght = angle * 

r


or




Lenght = angle * r

Calculate the Perimeter of a Sector...

Find the length of each side

The perimeter of a sector is Arc Lenght + 2 * Radius 

Find the length of each side




The perimeter of a sector is Arc Lenght + 2 * Radius

Area of a Sector
Area = 1/2 * r² * Angle

or

Area = x/360 * 

π * r²

Area = 1/2 * r² * Angle




or




Area = x/360 * π * r²

An inscribed angle is equal to...

... half of
the arch it intercepts

... half of the arch it intercepts




You can be asked this property by having the outer angle different then half the “central angle”. If that is the case,the point of the “central angle”

A triangle is said to be inscribed in a circle if...




...all of the vertices are points on the circle 

...all of the vertices are points on the circle

The main property of an inscribed Right Triangle is...

...that if one of the sides is the diameter, the triangle IS a right triangle. Conversely, any inscribed right triangle has the diameter as one of its sides...

...that if one of the sides is the diameter, the triangle IS a right triangle. Conversely, any inscribed right triangle has the diameter as one of its sides...

A right triangle can be opposed to a semicircle?

YES!
A
right triangle can be opposed to a semicircle. If you need to calculate that
arc, it is 180°

YES!


Aright triangle can be opposed to a semicircle. If you need to calculate thatarc, it is 180°

If a square is inscribed within a circle, the diameter equals...

...the diagonal of if

...the diagonal of if