CAIE M1 (Mechanics 1) 2014 November

Question 2
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2
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\(h t h t\) th
\(t \quad \alpha t\) th ht
\(\beta - A\) th \(t\) the th hit \(t\)
\(v\) th \(t\)
Pt \(\quad\) htttt th tt th
Pt \(t\) th \(t t\) th
th \(t\) tt \(t v\) th th \(t\) tt th \(t\) th \(t\)
tt ht \(P\)
\(\beta t\) th ht \(h\)
\(h \quad k\) the the \(t h\)
\(h \quad k\) tht th \(t\) th
Pt
th
th
Question 3
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3
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\(h\) th ht \(t t h\)
\(t\) t th \(t \quad t\)
\(h \quad h\) ht th \(t\) th \(t\) th \(t\)
th \(t\) th vt \(h\) th \(t\) vtht
\(t\) tht \(t\) hth th
th \(t v\)
th th \(t\)
\(\beta\)
\(\beta\)
  1. \(h\) tht \(\alpha\) thv \(\alpha\)
  2. thv \(\alpha\)
Question 4
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4 \(A t \quad\) tt \(t v\) tht \(t$$\quad\) h tt \(t\) \(t \quad\) th \(t \quad\) th
t \(t\)
\(t\) th \(t\) tt v
\(h\)
tt
  1. th \(v\)
    \(h\)
    \(h\) th \(v\)
  2. th \(v t\)
  3. th \(t\)
Question 5
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5 $$\begin{aligned} & A \quad k \quad h \quad t
& t \text { th } t
& \text { th } v \text { th th } v \text { th } t \text { th } t
& t \text { tt th th } \end{aligned}$$ $$\begin{gathered} \quad t \text { th ht } A \quad t
t \quad \text { tt } \quad \text { th } \quad W h \end{gathered}$$ $$\text { th v } \stackrel { h } { } \rightarrow \text { th }$$
Question 6
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6
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\includegraphics[max width=\textwidth, alt={}, center]{42463266-c145-4f8a-b6c3-15820cb15c3c-3_513_1018_1290_767}
\multirow{3}{*}{Pt tthhv th th tht \(t\) th \(t v\)}hv tt \(k h t\)\multirow[t]{4}{*}{tth \(t \mathrm { t } \quad\) ht htt}\multirow{5}{*}{\(h\) th \(v\) th}
\(t\) th \(t\) tt \(t v\) th th \(t\) tt \(h\) th
\(v t\)\(t\)\(t\) h th tv \(t v t\)
  1. th \(t\) th \(t\) th hh th \(t\) tt \(t v\) th \(h\)
    th \(t\)
  2. th \(v\)
  3. th tt hht \(v\) th \(h t\)
    [0pt] [ uestion 7 is printed on the next page.]
Question 7
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7
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\(A k k t t t t\) th tt
\(t\) th ht \(h\)
tt th \(\begin{aligned} & \beta v \text { th } h
& \text { thh } t \end{aligned}\)
  1. th \(t\) th \(k\) th \(k\)
  2. th \(t\) t th \(k\) th At th tt tht th \(k\) thh
  3. th \(t\) th \(k\) tv th \(t\)
    \(h t\)
    \(\alpha\)
    \(\alpha \quad \alpha \quad A t\) thk \(t\)
    \(\beta \quad \beta \quad h k t t v\)
    th ht
    \(t \quad\) th \(k\) tht \(t\)
    th \(t\) tt
    thh