Clause 4. The motorcycle runs from a slope of 10 m height at an angle of 30° and floats for a distance of 110 i on a downhill slope. Height 5 Find the length of time the motorcycle stays in the air and the height at which the motorcycle goes down. 2.) v=V, +at, 3.) v = v5 + 2a(s –s), 4) s= 5o+ Vot +–at² 35 m/s 130° 10 m 110 m-

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Chapter1: Units, Trigonometry. And Vectors
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Clause 4. The motorcycle runs from a slope of 10 m height at an angle of 30° and floats for a distance of 110 i on a downhill slope.
Height 5 Find the length of time the motorcycle stays in the air and the height at which the motorcycle goes down.
1.2v=², 2) v=V, + at,
3.) v = v +2a(s– s,), 4.) s = 50+ Vot +- at*
35 m/s.
£30
10 m
A.
|-
110 m
Transcribed Image Text:Clause 4. The motorcycle runs from a slope of 10 m height at an angle of 30° and floats for a distance of 110 i on a downhill slope. Height 5 Find the length of time the motorcycle stays in the air and the height at which the motorcycle goes down. 1.2v=², 2) v=V, + at, 3.) v = v +2a(s– s,), 4.) s = 50+ Vot +- at* 35 m/s. £30 10 m A. |- 110 m
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