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Cards (79)
cos 0°
1
sin
0°
0
tan 0°
0
cos 30°
√3/2
sin 30°
1/2
tan 30°
√3/3
cos
45°
√2/2
sin
45°
√2/2
tan 45°
1
cos 60°
1/2
sin
60°
√3/2
tan 60°
√3
cos 90°
0
sin 90°
1
tan
90°
undefined
if a line containing the center of a circle is perpendicular to a chord
then, it
bisects
the chord
the
perpendicular bisector
of a chord contains
the
center
of the circle
if
a line is tangent to a circle
then it is
perpendicular
to the
radius
at the point of tangency
two tangent segments from the same exterior point are
congruent
and form congruent angles with the line containing the
exterior
point and the center
size of the angle at the circumference is
1/2
of the central angle
an angle inscribed in a semicircle is
a
right
angle
angles that intercept the same arc are
congruent
if a quadrilateral is inscribed in a circle, then
the
opposite angles
are
supplementary
the chord that is closer to the center is
the longer chord
the
length of the diameter is
greater
than
the measure of any other
chord
(not a diameter)
the angle
between the tangent and the
chord
is equal to
the
angle
in the
alternate segment
Difference
of two squares
a² - b² = (a +
b
)(
a - b
)
The
Quadratic
Formula
https://o.quizlet.com/5Fl5QbB6PH9.35nNJbRCug_m.jpg
Gradient of a line
change in
y
÷ change in
x
Equation of a straight line
y =
mx + c
Equation of a circle with centre (0,0)
x²
+
y²
= r²
Compound
interest
https
://
o.quizlet.com
/i/VbB78yxKhBHlXrM5dEvyFA_m.jpg
Speed
, Distance and Time
speed
=
distance ÷ time
Density, Mass and Volume
density
=
mass ÷ volume
Pressure, Force and Area
pressure =
force ÷ area
Sum of Exterior Angles =
360°
Sum
of Interior Angles =
(n -
2
) ×
180
Exterior Angle =
360° ÷ n
Interior
Angle =
180°
-
exterior
angle
Area of
a
triangle
½ × b × h
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