Nquma izingxenye zevektha

Izinkinga ezixazululiwe kuma-vector - nquma izingxenye ze-vector

1. Amandla angu-20 I-Newton yenza i-engeli engu-30 o nge-x-axis. Thola zombili izingxenye zika-x no-y zamandla.

Ukuxazulula izinkinga zamavektha - ukunquma izingxenye zamavektha 1Isixazululo

F x = F cos 30 o = (20)(cos 30 o ) = (20)(0.5 √ 3 ) = 10 √ 3 AmaNewton

F y = F isono 30 o = (20)(isono 30 o ) = (20)(0.5) = 10 Newtons

[irp]

2. F 1 = 20 UNewton wenza i-engeli engu-30 o nge-y axis kanye no-F 2 = 30 UNewton wenza i-engeli engu-60 o nge--x axis. Thola zombili izingxenye ze-x kanye ne-y ze-F 1 kanye ne-F 2.

Ukuxazulula izinkinga zamavektha - ukunquma izingxenye zamavektha 2Isixazululo

F 1x = F 1 cos 60 o = (20)(cos 60 o ) = (20)(0.5) = -10 AmaNewton (angemuhle ngoba anesiqondiso esifanayo ne-axis -x)

F 2x = F 2 cos 60 o = (30)(cos 60 o ) = (30)(0.5) = -15 AmaNewton (angemuhle ngoba anesiqondiso esifanayo ne-axis -x)

F1y =F1 Isono 60o = (20)(isono 60o) = (20)(0.5√3= = 10√3 I-Newton (enhle ngoba inesiqondiso esifanayo ne-axis y)

F2y =F2 Isono 60o = (30)(isono 60o) = (30)(0.5√3) = -15√3 I-Newton (engemihle ngoba inesiqondiso esifanayo ne-axis -y)

[irp]

3. F 1 = 2 N, F 2 = 4 N, F 3 = 6 N. Thola zombili izingxenye ze-x kanye ne-y ze-F 1 , F 2 kanye ne-F 3!

Ukuxazulula izinkinga zamavektha - ukunquma izingxenye zamavektha 3Isixazululo

F 1x = F 1 cos 60 o = (2)(cos 60 o ) = (2)(0.5) = 1 AmaNewton (aqondile ngoba anesiqondiso esifanayo ne-x axis)

F2x =F2 cos 30o = (4)(cos 30o) = (4)(0.5√3) = -2√3 I-Newton (engemihle ngoba inesiqondiso esifanayo ne-axis -x)

F 3x = F 3 cos 60 o = (6)(cos 60 o ) = (6)(0.5) = 3 AmaNewton (aqondile ngoba anesiqondiso esifanayo ne-x axis)

F1y =F1 Isono 60o = (2)(isono 60o) = (2)(0.5√3) = √3 I-Newton (enhle ngoba inesiqondiso esifanayo ne-axis y)

F 2 y = F 2 sin 3 0 o = (4)(sin 30 o ) = (4)(0.5) = 2 AmaNewton (aqondile ngoba anesiqondiso esifanayo ne-axis y)

F3y =F3 Isono 60o = (6)(isono 60o) = (6)(0.5√3) = -3√3 I-Newton (engemihle ngoba inesiqondiso esifanayo ne-axis -y)

[irp]

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  1. Nquma umphumela we-vector yomugqa
  2. Nquma izingxenye zevektha
  3. Thola umphumela wamavektha amabili usebenzisa i-Pythagorean theorem
  4. Nquma umphumela wamavektha amabili usebenzisa i-cosine equation
  5. Nquma umphumela wamavektha amabili usebenzisa izingxenye zamavektha

Shiya amazwana