WSKT 212 PAC

WSKT 212 PAC WSKT 212 PAC

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Bereken die grootte van θ , dit is die hoek wat die een laserstraal by die oostelike mas maak. 1.2 ‘n Krag van 450 kN werk teen ‘n hoek van 34º ten opsigte van die vertikale as. Maak ‘n diagram van die krag en ontbind dit in onderling loodregte komponente. 1.3 Vir ‘n kar wat teen ‘n snelheid v om ‘n draai met ‘n radius r beweeg, geld dit dat die ryvlak AB van die pad teen ‘n hoek θ gekantel moet wees sodat 2 v tanθ = : gr 1.3.1 Bereken die grootte van θ indien 2 v = 33 m/s , g = 9,8 m/s en r = 150 m . 198 Calculate the magnitude of θ , that is the angle formed by one of the laser beams at the eastern pylon. A force of 450 kN acts at an angle of 34º with respect to the vertical axis. Construct a diagram of the force and resolve it in mutually perpendicular components. For a car travelling at a velocity v around a curve of radius r , it holds that the driving surface AB should be inclined at an angle θ so that 2 v tanθ = : gr Calcultate the value of θ if 2 v = 33 m/s , g = 9,8 m/s and r = 150 m .

1.3.2 Gestel AC, die buitenste rand van die ryvlak, is 4,762 m hoog. Bereken AB, die breedte van die ryvlak. Vraag 2/ Question 2 2.1 Die grootte van die emk E in Volt wat in ‘n generator opgewek word deur ‘n draadlus wat teen ‘n hoeksnelheid ω (in radiale per sekonde) in ‘n magneetveld B roteer, word gegee deur die formule E = NABω⋅ sinθ waar N die aantal windings in die lus, A die oppervlakte van die lus en θ die hoek in grade wat die normaalvektor met die magneetveld maak: Bereken die grootte van θ in E = NABω⋅ sinθ indien N = 3 , 2 A = 0,02 m , B = 0,5 Tesla , ω = 157,08 rad/s en E = 4 V . Gee twee oplossings. 199 Suppose AC, the outer edge of the driving surface, is 4,762 m high. Calculate AB, the width of the driving surface. The magnitude of the induced emf E in Volt which is generated by a generator when a loop of wire rotates at an angular velocity ω (in radians per second) inside a magnetic field B , is given by the formula E = NABω⋅ sinθ where N is the number of windings in the loop, A is the area of the loop and θ is the angle in degrees between the normal vector and the magnetic field: Calculate the magnitude of θ in E = NABω⋅ sinθ if N = 3 , 2 A = 0,02 m , B = 0,5 Tesla , ω = 157,08 rad/s and E = 4 V . Give two solutions.

Bereken die grootte van θ , dit is die<br />

hoek wat die een laserstraal by die<br />

oostelike mas maak.<br />

1.2 ‘n Krag van 450 kN werk teen ‘n hoek<br />

van 34º ten opsigte van die vertikale<br />

as.<br />

Maak ‘n diagram van die krag en<br />

ontbind dit in onderling loodregte<br />

komponente.<br />

1.3 Vir ‘n kar wat teen ‘n snelheid v om ‘n<br />

draai met ‘n radius r beweeg, geld dit<br />

dat die ryvlak AB van die pad teen ‘n<br />

hoek θ gekantel moet wees sodat<br />

2<br />

v<br />

tanθ<br />

= :<br />

gr<br />

1.3.1 Bereken die grootte van θ indien<br />

2<br />

v = 33 m/s , g = 9,8 m/s en<br />

r = 150 m .<br />

198<br />

Calculate the magnitude of θ , that is<br />

the angle formed by one of the laser<br />

beams at the eastern pylon.<br />

A force of 450 kN acts at an angle of<br />

34º with respect to the vertical axis.<br />

Construct a diagram of the force and<br />

resolve it in mutually perpendicular<br />

components.<br />

For a car travelling at a velocity v<br />

around a curve of radius r , it holds that<br />

the driving surface AB should be<br />

inclined at an angle θ so that<br />

2<br />

v<br />

tanθ<br />

= :<br />

gr<br />

Calcultate the value of θ if<br />

2<br />

v = 33 m/s , g = 9,8 m/s and<br />

r = 150 m .

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