<p>MAx 30p varav</p><p>B/P    8/4/3</p><p>PL/M 2/5/3</p><p>R/K    0/1/4</p>

Prov kapitel 1

Avstämning kapitel 2

<p>&nbsp;</p>
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<h4>Centralt inneh&aring;ll</h4>
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<h5>Taluppfattning, aritmetik och algebra</h5>
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<li id="pointl_2663696278" class="point  innahall   " data-id="2663696278">&nbsp;<a id="point_a_2663696278" style="overflow-wrap: break-word; cursor: pointer;" title="" href="/unikum/planering/edit/editor.html?lppId=4037064787" data-pointid="2663696278">Begreppet logaritm, motivering och hantering av logaritmlagarna.</a></li>
<li id="pointl_2663696279" class="point  innahall   " data-id="2663696279">&nbsp;<a id="point_a_2663696279" style="overflow-wrap: break-word; cursor: pointer;" title="" href="/unikum/planering/edit/editor.html?lppId=4037064787" data-pointid="2663696279">Motivering och hantering av algebraiska identiteter inklusive kvadrerings- och konjugatregeln.</a></li>
<li id="pointl_2663696280" class="point  innahall   " data-id="2663696280">&nbsp;<a id="point_a_2663696280" style="overflow-wrap: break-word; cursor: pointer;" title="" href="/unikum/planering/edit/editor.html?lppId=4037064787" data-pointid="2663696280">Begreppet linj&auml;rt ekvationssystem.</a></li>
<li id="pointl_2663696281" class="point  innahall   " data-id="2663696281">&nbsp;<a id="point_a_2663696281" style="overflow-wrap: break-word; cursor: pointer;" title="" href="/unikum/planering/edit/editor.html?lppId=4037064787" data-pointid="2663696281">Algebraiska och grafiska metoder f&ouml;r att l&ouml;sa exponential-, andragrads- och rotekvationer samt linj&auml;ra ekvationssystem med tv&aring; och tre obekanta tal, s&aring;v&auml;l med som utan numeriska och symbolhanterande verktyg.</a></li>
<li id="pointl_2663696282" class="point  innahall   " data-id="2663696282">&nbsp;<a id="point_a_2663696282" style="overflow-wrap: break-word; cursor: pointer;" title="" href="/unikum/planering/edit/editor.html?lppId=4037064787" data-pointid="2663696282">Utvidgning av talsystemet genom introduktion av begreppet komplext tal i samband med l&ouml;sning av andragradsekvationer.</a></li>
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<h5>Geometri</h5>
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<li id="pointl_2663696284" class="point  innahall   " data-id="2663696284">&nbsp;<a id="point_a_2663696284" style="overflow-wrap: break-word; cursor: pointer;" title="" href="/unikum/planering/edit/editor.html?lppId=4037064787" data-pointid="2663696284">Begreppet kurva, r&auml;ta linjens och parabelns ekvation samt hur analytisk geometri binder ihop geometriska och algebraiska begrepp.</a></li>
<li id="pointl_2663696285" class="point  innahall   " data-id="2663696285">&nbsp;<a id="point_a_2663696285" style="overflow-wrap: break-word; cursor: pointer;" title="" href="/unikum/planering/edit/editor.html?lppId=4037064787" data-pointid="2663696285">Anv&auml;ndning av grundl&auml;ggande klassiska satser i geometri om likformighet, kongruens och vinklar.</a></li>
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<h5>Samband och f&ouml;r&auml;ndring</h5>
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<li id="pointl_2663696287" class="point  innahall   " data-id="2663696287">&nbsp;<a id="point_a_2663696287" style="overflow-wrap: break-word; cursor: pointer;" title="" href="/unikum/planering/edit/editor.html?lppId=4037064787" data-pointid="2663696287">Egenskaper hos andragradsfunktioner.</a></li>
<li id="pointl_2663696288" class="point  innahall   " data-id="2663696288">&nbsp;<a id="point_a_2663696288" style="overflow-wrap: break-word; cursor: pointer;" title="" href="/unikum/planering/edit/editor.html?lppId=4037064787" data-pointid="2663696288">Konstruktion av grafer till funktioner samt best&auml;mning av funktionsv&auml;rde och nollst&auml;lle, s&aring;v&auml;l med som utan digitala verktyg.</a></li>
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<h5>Sannolikhet och statistik</h5>
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<li id="pointl_2663696290" class="point  innahall   " data-id="2663696290">&nbsp;<a id="point_a_2663696290" style="overflow-wrap: break-word; cursor: pointer;" title="" href="/unikum/planering/edit/editor.html?lppId=4037064787" data-pointid="2663696290">Statistiska metoder f&ouml;r rapportering av observationer och m&auml;tdata fr&aring;n unders&ouml;kningar inklusive regressionsanalys med digitala verktyg.</a></li>
<li id="pointl_2663696291" class="point  innahall   " data-id="2663696291">&nbsp;<a id="point_a_2663696291" style="overflow-wrap: break-word; cursor: pointer;" title="" href="/unikum/planering/edit/editor.html?lppId=4037064787" data-pointid="2663696291">Metoder f&ouml;r ber&auml;kning av olika l&auml;gesm&aring;tt och spridningsm&aring;tt inklusive standardavvikelse, med digitala verktyg.</a></li>
<li id="pointl_2663696292" class="point  innahall   " data-id="2663696292">&nbsp;<a id="point_a_2663696292" style="overflow-wrap: break-word; cursor: pointer;" title="" href="/unikum/planering/edit/editor.html?lppId=4037064787" data-pointid="2663696292">Egenskaper hos normalf&ouml;rdelat material och ber&auml;kningar p&aring; normalf&ouml;rdelning med digitala verktyg.</a></li>
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<h5>Probleml&ouml;sning</h5>
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<li id="pointl_2663696294" class="point  innahall   " data-id="2663696294">&nbsp;<a id="point_a_2663696294" style="overflow-wrap: break-word; cursor: pointer;" title="" href="/unikum/planering/edit/editor.html?lppId=4037064787" data-pointid="2663696294">Strategier f&ouml;r matematisk probleml&ouml;sning inklusive modellering av olika situationer, s&aring;v&auml;l med som utan digitala verktyg och programmering.</a></li>
<li id="pointl_2663696295" class="point  innahall   " data-id="2663696295">&nbsp;<a id="point_a_2663696295" style="overflow-wrap: break-word; cursor: pointer;" title="" href="/unikum/planering/edit/editor.html?lppId=4037064787" data-pointid="2663696295">Matematiska problem av betydelse f&ouml;r samh&auml;llsliv och till&auml;mpningar i andra &auml;mnen.</a></li>
<li id="pointl_2663696296" class="point  innahall   " data-id="2663696296">&nbsp;<a id="point_a_2663696296" style="overflow-wrap: break-word; cursor: pointer;" title="" href="/unikum/planering/edit/editor.html?lppId=4037064787" data-pointid="2663696296">Matematiska problem med anknytning till matematikens kulturhistoria.</a></li>
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Matematik 2C

Matriser i planeringen

Uppgifter