Question 1
Which equation finds displacement when \(u\), \(v\) and \(t\) are known?
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\(s=\frac{1}{2}(u+v)t\)
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\(v=u+at\)
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\(s=ut+\frac{1}{2}at^2\)
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\(v^2=u^2+2as\)
Question 2
What is a uniform body?
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An object with mass evenly distributed.
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A body with all mass at a single point.
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A body that does not bend.
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A body moving with constant velocity.
Question 3
\(\text{Which quantity is a vector?}\)
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\(\text{velocity}\)
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\(\text{speed}\)
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\(\text{distance}\)
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\(\text{mass}\)
Question 4
What is friction?
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A force that opposes motion or impending motion.
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A contact force perpendicular to a surface.
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The pulling force in a string or rope.
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Force multiplied by perpendicular distance from a point.
Question 5
What is normal reaction?
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A contact force perpendicular to a surface.
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A contact force parallel to a surface.
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The pulling force in a string or rope.
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The gravitational force on a mass.
Question 6
What is the range of a projectile?
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The horizontal distance travelled.
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The maximum height reached.
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The total time in the air.
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The initial speed of projection.
Question 7
What is the SI unit of acceleration?
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\(\mathrm{m\,s^{-2}}\)
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\(\mathrm{N\,m}\)
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\(\mathrm{m\,s^{-1}}\)
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\(\mathrm{kg}\)
Question 8
What is the SI unit of displacement?
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\(\mathrm{m}\)
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\(\mathrm{m\,s^{-2}}\)
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\(\mathrm{s}\)
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\(\mathrm{m\,s^{-1}}\)
Question 9
What is the SI unit of force?
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\(\mathrm{N}\)
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\(\mathrm{s}\)
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\(\mathrm{kg}\)
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\(\mathrm{m\,s^{-1}}\)
Question 10
What is the SI unit of mass?
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\(\mathrm{kg}\)
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\(\mathrm{N}\)
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\(\mathrm{m\,s^{-1}}\)
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\(\mathrm{s}\)
Question 11
\(\text{A }6\,\mathrm{N}\text{ force acts }2\,\mathrm{m}\text{ from a pivot. Find the moment in }\mathrm{N\,m}\text{.}\)
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12
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3
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8
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0.33
Question 12
What is the SI unit of speed?
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\(\mathrm{m\,s^{-1}}\)
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\(\mathrm{m}\)
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\(\mathrm{kg}\)
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\(\mathrm{s}\)
Question 13
What is the SI unit of time?
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\(\mathrm{s}\)
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\(\mathrm{N\,m}\)
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\(\mathrm{m\,s^{-1}}\)
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\(\mathrm{N}\)
Question 14
\(\text{Find the weight in N of a }2\,\mathrm{kg}\text{ mass where }g=9.8\,\mathrm{N\,kg^{-1}}\text{.}\)
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19.6
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4.9
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11.8
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7.8
Question 15
What is uniform motion?
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Motion with constant velocity.
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Motion with constant acceleration.
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Motion with changing velocity.
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Motion where speed is constant but direction changes.
Question 16
What is velocity?
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Rate of change of displacement.
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Rate of change of distance travelled.
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Rate of change of acceleration.
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Straight-line change in position with direction.
Question 17
What is weight?
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The gravitational force on a mass.
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The mass of an object.
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The contact force from a surface.
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The pulling force in a string or rope.
Question 18
\(\text{At maximum height, what is a projectile's vertical velocity?}\)
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\(0\,\mathrm{m\,s^{-1}}\)
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\(9.8\,\mathrm{m\,s^{-1}}\text{ upward}\)
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\(9.8\,\mathrm{m\,s^{-1}}\text{ downward}\)
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\(\text{The launch speed}\)
Question 19
\(\text{A }3\,\mathrm{kg}\text{ object accelerates at }2\,\mathrm{m\,s^{-2}}.\text{ Find resultant force }F.\)
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\(\mathrm{6\,N}\)
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\(\mathrm{1.5\,N}\)
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\(\mathrm{5\,N}\)
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\(\mathrm{12\,N}\)
Question 20
\(\text{A resultant force of }18\,\mathrm{N}\text{ causes acceleration }3\,\mathrm{m\,s^{-2}}.\text{ Find }m.\)
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\(\mathrm{6\,kg}\)
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\(\mathrm{3\,kg}\)
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\(\mathrm{15\,kg}\)
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\(\mathrm{54\,kg}\)
Question 21
A particle hangs at rest from a light inextensible string. Which statement is true?
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The tension is the same throughout the string.
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The tension increases from top to bottom.
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The tension is zero at the top of the string.
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The tension acts perpendicular to the string.
Question 22
\(\text{A uniform rod of length }2\,\mathrm{m}\text{ is pivoted at one end. Where does its weight act?}\)
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\(\mathrm{1\,m\text{ from the pivot}}\)
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\(\mathrm{0.5\,m\text{ from the pivot}}\)
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\(\mathrm{2\,m\text{ from the pivot}}\)
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\(\mathrm{At\ the\ pivot}\)
Question 23
\(\text{Which expression gives acceleration }a\text{ for constant acceleration motion?}\)
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\(a=\frac{v-u}{t}\)
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\(a=\frac{u-v}{t}\)
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\(a=\frac{s}{t}\)
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\(a=v-ut\)
Question 24
Which equation gives displacement \(s\) when \(u\), \(a\) and \(t\) are known?
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\(s=ut+\frac{1}{2}at^2\)
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\(s=vt+\frac{1}{2}at^2\)
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\(s=ut+at^2\)
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\(s=u+at\)
Question 25
\(\text{Which equation gives final velocity }v\text{ in terms of }u,a,t\text{?}\)
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\(v=u+at\)
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\(v=u-at\)
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\(v=ut+a\)
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\(v^2=u^2-at\)
Question 26
\(\text{Which equation is Newton's second law for resultant force }F\text{?}\)
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\(F=ma\)
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\(F=\frac{m}{a}\)
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\(F=\frac{a}{m}\)
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\(F=mv\)
Question 27
\(\text{Rearrange }v=u+at\text{ to make }u\text{ the subject.}\)
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\(u=v-at\)
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\(u=v+at\)
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\(u=\frac{v}{at}\)
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\(u=vt-a\)
Question 28
Rearrange \(F=ma\) to make \(m\) the subject.
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\(m=\frac{F}{a}\)
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\(m=Fa\)
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\(m=\frac{a}{F}\)
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\(m=F-a\)
Question 29
\(\text{Rearrange }v=u+at\text{ to make }t\text{ the subject.}\)
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\(t=\frac{v-u}{a}\)
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\(t=\frac{u-v}{a}\)
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\(t=\frac{v+u}{a}\)
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\(t=va-u\)
Question 30
\(\text{Which formula links weight }W\text{, mass }m\text{ and gravitational field strength }g\text{?}\)
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\(W=mg\)
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\(W=\frac{m}{g}\)
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\(W=\frac{g}{m}\)
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\(W=m+g\)