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Naming sides of a Right Angled Triangle. How to Identify. Hypotenuse. Intro. Opposite. Adjacent. Identify Sides in Triangles. Trigonometry. Trigonometry means “triangle” and “measurement”. Each side in a RAT is given a name according to its position. R ight A ngle T riangle.
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Naming sides of a Right Angled Triangle How to Identify Hypotenuse Intro Opposite Adjacent Identify Sides in Triangles
Trigonometry Trigonometry means “triangle” and “measurement”. Each side in a RAT is given a name according to its position R ight A ngle T riangle Opposite hypotenuse x° Adjacent
Hypotenuse The Hypotenuse is the longest side in a Right Angle Triangle ( RAT ) . hypotenuse It is opposite the right angle
Hypotenuse The Hypotenuse is the longest side in a Right Angle Triangle ( RAT ) . hypotenuse It is opposite the right angle
Opposite The Opposite side is opposite the selected angle opposite
Opposite The Opposite side is opposite the selected angle opposite
Opposite The Opposite side is opposite the selected angle opposite
Adjacent Two angles are involved. The selected Angle and the right Angle. adjacent The Adjacent side lies between the two Angles
Adjacent Two angles are involved. The selected Angle and the right Angle. adjacent The Adjacent side lies between the two Angles
Adjacent Two angles are involved. The selected Angle and the right Angle. adjacent The Adjacent side lies between the two Angles
Opp Adj or Hyp OAH OAH OAH 7.3 OAH 7.7 6 3.4 OAH 8.4 OAH 4.2 OAH OAH 5.7 4.5 cos-1 tan-1 sin-1 OAH 0 2.2 6.1 OAH OAH sin cos-1 cos sin-1 tan-1 tan OAH 5.8 On SHIFT Ans OAH 7.3 opp x ÷ (-) √ ² OAH 6.6 6 7 8 9 + - Adj 3.4 1 2 3 4 5 = hyp Reset . OAH 0 5.6 C
Opp Adj or Hyp 5.8 OAH OAH OAH 8.4 4.5 7.3 OAH 2.2 OAH OAH OAH 3.4 OAH 7.7 5.7 OAH 6.1 cos-1 tan-1 sin-1 4.2 OAH 0 sin cos-1 cos sin-1 tan-1 tan OAH OAH On SHIFT Ans OAH 6 6.6 OAH opp x ÷ (-) √ ² 7.3 5.6 6 7 8 9 + - Adj 1 2 3 4 5 = 3.4 OAH hyp Reset . 0 C