\overline{AC}
is AC
units long
\overline{BC}
is BC
units long
\overline{AB}
is AB_STRING
units long
What is \sin(\angle ANGLE)
?
SIN
COS
SIN
TAN
\dfrac{1}{AB}
\dfrac{1}{BC}
\dfrac{1}{AC}
\dfrac{2 \sqrt{2}}{AC}
SOH CAH TOA
Sin = Opposite over Hypotenuse
opposite = \overline{OPPOSITE_NAME} = OPPOSITE_VALUE
hypotenuse = \overline{HYPOTENUSE_NAME} = AB_STRING
\sin(\angle ANGLE)=SIMPLE_SIN
=SIN
\overline{AC}
is AC
units long
\overline{BC}
is BC
units long
\overline{AB}
is AB_STRING
units long
What is \cos(\angle ANGLE)
?
COS
SOH CAH TOA
Cos = Adjacent over Hypotenuse
adjacent = \overline{ADJACENT_NAME} = ADJACENT_VALUE
hypotenuse = \overline{HYPOTENUSE_NAME} = AB_STRING
\cos(\angle ANGLE )=SIMPLE_COS
=COS
\overline{AC}
is AC
units long
\overline{BC}
is BC
units long
\overline{AB}
is AB_STRING
units long
What is \tan(\angle ANGLE)
?
TAN
SOH CAH TOA
Tan = Opposite over Adjacent
opposite = \overline{OPPOSITE_NAME} = OPPOSITE_VALUE
adjacent = \overline{ADJACENT_NAME} = ADJACENT_VALUE
\tan(\angle ANGLE)=SIMPLE_TAN
=TAN