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PLEASE HURRY!! WILL GIVE BRAINLIEST
PLEASE HURRY!! WILL GIVE BRAINLIEST In the space below, use the law of sines or trigonometric ratios to find each length. Round your answer to 1 decimal place. (4 points total: 1 point each)
a. The length of the zip line, z
b. The height of the point on the tree where the top of the ladder rests against it, h
c. The distance between the base of the ladder and the base of the tree, b
d. The distance between the base of the tree and the spot where the zip line is anchored to the ground, B
Trigonometric ratiosare useful in calculating theside lengthsof atriangle.Thelengthof thezip lineis 222.5 ftTheheightwhere theladder restsagainst thetreeis 38.6 ftThedistancebetween thebaseof theladderand that of thetreeis 10.4 ftThedistancebetween thebaseof thetreeand thespotwhere thezip lineisanchoredto thegroundis 219.1 ft(a) Length, zFirst we calculate(h)using the followingsine ratioMake h the subjectNext, we calculate(z)using the followingsine ratioMake z the subjectSubstituteHence, thelengthof thezip lineis 222.5 ft(b) The height, hIn (a), we haveEvaluateHence, theheightwhere theladder restsagainst thetreeis 38.6 ft(c) The distance, bTo do this, we make use of the followingsine ratioMake b the subjectHence, thedistancebetween thebaseof theladderand that of thetreeis 10.4 ft(d) Distance, BTo do this, we make use of the followingsine ratioMake B the subjectSubstituteHence, thedistancebetween thebaseof thetreeand thespotwhere thezip lineisanchoredto thegroundis 219.1 ftRead more abouttrigonometry ratiosat:brainly.com/question/24888715...