Transcription of Right Triangle Trigonometry - Finding Side Lengths
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Right Triangle Trigonometry - Finding Side Lengths
K d2w0I1n8j fKiuQt]aM GS]oTfNtKwbacrkeS K QAslHlj yrGiTgJhyt[ss FrVevsye` j bMpaEdheP ZwPiatqhM ^IZnpfdixnGictNeO tGIeDohmoegtpr` by Kuta Software LLCG eometryRight Triangle Trigonometry - Finding side LengthsName_____Date_____-1-Step One: On each diagram below, label each side according to the position of the referenceangle. Your options are: Opposite, Adjacent, Hypotenuse. 1) 14x52 2) 12x16 3) x1922 4) 13x69 Step Two: Complete the same process as practiced in Step One. Then, highlight the two sidesthat have information provided. Once completed, determine which Acronym you will utilize toset up your equation. Your options are: "SOH", "CAH", and "TOA".5) x1164 6) x1065 7) x1659 8) 19x47 I N2J0p1r8g \KTuytKaq gSRoEfztsw^aOrEeF \ V KAClLld CrnirgfhLt_sC Orcems`errivwe]dJ.
equation to solve for the missing side length. 9) 15 x 58° 10) x 49°20 Step Four: Complete the same processes as practiced in Steps One, Two, and Three. After you have set up your equation, find the measure of the indicated side to the nearest tenth. (Utilize the examples in your notebook) 11) x 18 21° 12) x 17 51°
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