IAL edexcel Physics PP mistakes (2020-2024)

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1
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<p>(a) State the significance of point K<br>(1marks)<br><br>(b) Explain the significance of point L (2 marks)<br><br>(c ) Suggest why the unloading graph has a different gradient to the loading graph<br>(1mark)</p>

(a) State the significance of point K
(1marks)

(b) Explain the significance of point L (2 marks)

(c ) Suggest why the unloading graph has a different gradient to the loading graph
(1mark)

(a) limit of proportionality

(b) - L is elastic limit, so beyond point L the spring will behave plastically
- spring will no longer return to its original length (once the deforming force is removed)

(c ) the spring constant/stiffness has changed

NOTE:
Spring constant, k from Hooke’s law is a measure of the stiffness of a particular object

It indicates the force required to produce a unit of deformation & depends on the object’s material, size and shape (UNLIKE YOUNG MODULUS which is a stiffness constant of object)

<p>(a) limit of proportionality <br><br>(b) - L is elastic limit, so beyond point L the spring will behave plastically<br>  - spring will no longer return to its original length (once the deforming force is removed)<br><br>(c ) the spring constant/stiffness has changed<br><br>NOTE:<br><strong><u>Spring constant</u></strong>, k from Hooke’s law is a <strong><u>measure of the stiffness of a particular object</u></strong><br><br>It indicates the force required to produce a unit of deformation &amp; depends on the object’s <strong>material, size and shape</strong> (UNLIKE YOUNG MODULUS which is a stiffness constant of object)</p>
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3
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4
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D

<p>D</p>
5
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since student forgot to substract OG length, at F = 0 what would normally be
extension 0( e = x - xOG) the extension is equal to the unstretched OG length

<p>since student forgot to substract OG length, at F = 0 what would normally be<br> extension 0( e = x - xOG) the extension is equal to the unstretched OG length</p>
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-in series, the same force acts through both springs

- so both springs have the same extension

- so in this (series) combination, the extension is doubled

thus spring constant k halves

(2x, if there were three springs it would be 3x and so on..)

- because F = k∆x, here k is proportional to 1 / ∆x so k is halved

<p>-<strong><u><mark data-color="yellow" style="background-color: yellow; color: inherit;">in series, the same force acts through both springs</mark></u></strong></p><p>- so <strong><u><mark data-color="yellow" style="background-color: yellow; color: inherit;">both springs have the same extension</mark></u></strong> </p><p>- so in this (series)<strong><u><mark data-color="yellow" style="background-color: yellow; color: inherit;"> combination, the extension is doubled</mark></u></strong></p><p><strong>thus spring constant k halves</strong></p><p>(2x, if there were three springs it would be 3x and so on..)</p><p>- because<mark data-color="yellow" style="background-color: yellow; color: inherit;"> </mark><strong><u><mark data-color="yellow" style="background-color: yellow; color: inherit;">F = k∆x, here k is proportional to 1 / ∆x so k is halved</mark></u></strong></p>
7
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<p>state one assumption you made in this calculation</p>

state one assumption you made in this calculation

drag/ air resistance is assumed to be negligible

<p>drag/ air resistance is assumed to be negligible</p>
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9
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The Young modulus applies only to the proportional section of the graph,

<p>The Young modulus applies only to the proportional section of the graph,</p>
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for Q.9 the key point to remember is the area under vt graph gives displacement, the opposite direction gave less area so ball rebounds to a lower position. SO ans is B

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Explain how air resistance affects projectile motion [3 marks]

  • Air resistance (or drag) acts to oppose the motion (of x like ball or bike etc)

  • so horizental velocity is reduced

  • therefore horizental distance is reduced

(btw also reduces vertical velocity and height but horizental more significant)


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14
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15
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16
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state the principle of conservation of linear momentum [2marks]

  • Total momentum before collision = total momentum after collision

  • Provided no unbalanced/resultant force acts


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  • reduces work done by motor

  • because counterweight contributes to work done


    [The counterweight loses gravitational potential energy, which contributes energy to the system. Therefore, the motor does less work]


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NOTE: since the wire is made from same material, stress is the same

<p>NOTE: since the <strong><u>wire is made from same material, stress is the same</u></strong></p>
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btw when decelerating Rf is down because f = -ma now, so Rf is -ve so its down
(and then i did algebra to prove why Rf down means R the reaction force is less)

<p>btw when decelerating Rf is down because f = -ma now, so Rf is -ve so its down<br>(and then i did algebra to prove why Rf down means R the reaction force is less)</p>
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main problem was for stress = F/A, i wasn’t sure to take Fweight or Ftension on rope.

Take Tension as stress is the force transmitted through the rope's cross-sectional area. The tension is the force stretching the rope i.e.

<p>main problem was for stress = F/A, i wasn’t sure to take Fweight or Ftension on rope.<br><br>Take Tension as stress is the force transmitted through the rope's cross-sectional area. The tension is the force stretching the rope i.e.<br></p>