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    <title>Ann Blume</title>
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    <link rel="service.post" type="application/atom+xml" href="http://www.harrisonhigh.org/mt/mt-atom.cgi/weblog/blog_id=25" title="Ann Blume" />
    <updated>2008-11-16T03:14:29Z</updated>
    
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<entry>
    <title>How do we find the area between 2 curves?</title>
    <link rel="alternate" type="text/html" href="http://www.harrisonhigh.org/weblogs/blumea/2008/11/how_do_we_find_the_area_betwee.html" />
    <link rel="service.edit" type="application/atom+xml" href="http://www.harrisonhigh.org/mt/mt-atom.cgi/weblog/blog_id=25/entry_id=42171" title="How do we find the area between 2 curves?" />
    <id>tag:www.harrisonhigh.org,2008:/weblogs/blumea//25.42171</id>
    
    <published>2008-11-16T03:13:38Z</published>
    <updated>2008-11-16T03:14:29Z</updated>
    
    <summary></summary>
    <author>
        <name>Ann Blume</name>
        
    </author>
            <category term="AP Calculus AB" />
    
    <content type="html" xml:lang="en-us" xml:base="http://www.harrisonhigh.org/weblogs/blumea/">
        <![CDATA[<p><img alt="area-between-two-curves_gr_77.gif" src="http://www.harrisonhigh.org/weblogs/blumea/area-between-two-curves_gr_77.gif" width="406" height="201" /><br />
</p>]]>
        
    </content>
</entry>
<entry>
    <title>AP Calculus AB Agenda Nov.17th - 21st</title>
    <link rel="alternate" type="text/html" href="http://www.harrisonhigh.org/weblogs/blumea/2008/11/ap_calculus_ab_agenda_nov17th.html" />
    <link rel="service.edit" type="application/atom+xml" href="http://www.harrisonhigh.org/mt/mt-atom.cgi/weblog/blog_id=25/entry_id=42170" title="AP Calculus AB Agenda Nov.17th - 21st" />
    <id>tag:www.harrisonhigh.org,2008:/weblogs/blumea//25.42170</id>
    
    <published>2008-11-16T02:43:38Z</published>
    <updated>2008-11-16T03:57:51Z</updated>
    
    <summary>Essential Question: How can we find the area between 2 curves? M.Calc 3.2 Integration:Finding Area Between Curves M.Calc.1.20 Apply the Mean Value Theorem M.Calc.3.3 Finding Volumes of Solids Mon. - (6.1) Area Between Curves / Worksheet/ text p.379 see unit...</summary>
    <author>
        <name>Ann Blume</name>
        
    </author>
            <category term="AP Calculus AB" />
    
    <content type="html" xml:lang="en-us" xml:base="http://www.harrisonhigh.org/weblogs/blumea/">
        <![CDATA[<p>Essential Question: How can we find the area between 2 curves?<br />
M.Calc 3.2 Integration:Finding Area Between Curves<br />
M.Calc.1.20 Apply the Mean Value Theorem<br />
M.Calc.3.3 Finding Volumes of Solids</p>

<p>Mon. - (6.1) Area Between Curves / Worksheet/ text p.379 see unit plan<br />
Tues. -(6.2) Average Value of a Function/ Worksheet/ text p.392 (unit plan)<br />
Wed. - (6.2) Play-doh Lab to introduce volumes by known  cross sections<br />
Thurs. (6.2) Volumes by Cross Sections Lab / p.390 text #8-11,14<br />
Fri. - Food Lab to introduce volumes of revolution(Disk/ Washer)</p>]]>
        
    </content>
</entry>
<entry>
    <title>Non-AP Calculus Agenda Nov.17th -21st</title>
    <link rel="alternate" type="text/html" href="http://www.harrisonhigh.org/weblogs/blumea/2008/11/nonap_calculus_agenda_nov17th.html" />
    <link rel="service.edit" type="application/atom+xml" href="http://www.harrisonhigh.org/mt/mt-atom.cgi/weblog/blog_id=25/entry_id=42169" title="Non-AP Calculus Agenda Nov.17th -21st" />
    <id>tag:www.harrisonhigh.org,2008:/weblogs/blumea//25.42169</id>
    
    <published>2008-11-16T02:35:43Z</published>
    <updated>2008-11-16T03:59:58Z</updated>
    
    <summary>Essential Question: How do I find the area between 2 curves? M.Calc.3.2 Integration: Finding area between curves M.Calc.3.30 Integration:Finding Volumes of Solids Mon. - Area Between 2 Curves / Worksheets Tues. - Area Between Curves (cont.)/ Worksheets &amp; selected problems...</summary>
    <author>
        <name>Ann Blume</name>
        
    </author>
            <category term="Calculus" />
    
    <content type="html" xml:lang="en-us" xml:base="http://www.harrisonhigh.org/weblogs/blumea/">
        <![CDATA[<p>Essential Question: How do I find the area between 2 curves?<br />
M.Calc.3.2 Integration: Finding area between curves<br />
M.Calc.3.30 Integration:Finding Volumes of Solids</p>

<p>Mon. - Area Between 2 Curves /  Worksheets<br />
Tues. - Area Between Curves (cont.)/ Worksheets & selected problems<br />
Wed. - PlayDoh Lab to introduce volumes by known cross sections<br />
Thurs. - Volumes by known cross-sections lab / finish classwork packet<br />
Fri -   Food Lab to introduce volumes of solids of revolution    </p>]]>
        
    </content>
</entry>
<entry>
    <title>AP Calculus AB Agenda Nov.10th - 14th</title>
    <link rel="alternate" type="text/html" href="http://www.harrisonhigh.org/weblogs/blumea/2008/11/ap_calculus_ab_agenda_nov10th.html" />
    <link rel="service.edit" type="application/atom+xml" href="http://www.harrisonhigh.org/mt/mt-atom.cgi/weblog/blog_id=25/entry_id=41827" title="AP Calculus AB Agenda Nov.10th - 14th" />
    <id>tag:www.harrisonhigh.org,2008:/weblogs/blumea//25.41827</id>
    
    <published>2008-11-08T13:57:00Z</published>
    <updated>2008-11-08T14:13:31Z</updated>
    
    <summary>Essential Question: How can we integrate trigonometric functions using identities? M.Calc.(1.12) Integration: Substitution Mon. - (7.3) Trigonometric Integrals/ Unit Plan p.439 plus listed problems Tues.- (7.6) Partial Fractions/ Worksheet / Integrated Integration Wsheet Wed.- Summary of Integration Techniques / Review...</summary>
    <author>
        <name>Ann Blume</name>
        
    </author>
            <category term="AP Calculus AB" />
    
    <content type="html" xml:lang="en-us" xml:base="http://www.harrisonhigh.org/weblogs/blumea/">
        <![CDATA[<p>Essential Question: How can we integrate trigonometric functions using identities?<br />
M.Calc.(1.12)  Integration: Substitution</p>

<p>Mon. -  (7.3) Trigonometric Integrals/ Unit Plan p.439 plus listed problems<br />
Tues.-  (7.6) Partial Fractions/  Worksheet / Integrated Integration Wsheet<br />
Wed.-   Summary of Integration Techniques / Review Packet<br />
Thurs.- More Review Work! / Finish review work and study!<br />
Fri. -  Unit Test over Rules of Integration</p>]]>
        
    </content>
</entry>
<entry>
    <title>Slope&quot;Directional&quot; Fields and Differential Equations</title>
    <link rel="alternate" type="text/html" href="http://www.harrisonhigh.org/weblogs/blumea/2008/11/slopedirectional_fields_and_di.html" />
    <link rel="service.edit" type="application/atom+xml" href="http://www.harrisonhigh.org/mt/mt-atom.cgi/weblog/blog_id=25/entry_id=41829" title="Slope&quot;Directional&quot; Fields and Differential Equations" />
    <id>tag:www.harrisonhigh.org,2008:/weblogs/blumea//25.41829</id>
    
    <published>2008-11-08T13:27:43Z</published>
    <updated>2008-11-08T14:28:38Z</updated>
    
    <summary></summary>
    <author>
        <name>Ann Blume</name>
        
    </author>
            <category term="Calculus" />
    
    <content type="html" xml:lang="en-us" xml:base="http://www.harrisonhigh.org/weblogs/blumea/">
        <![CDATA[<p><img alt="Diffy Q's.gif" src="http://www.harrisonhigh.org/weblogs/blumea/Diffy%20Q%27s.gif" width="351" height="272" /><br />
</p>]]>
        
    </content>
</entry>
<entry>
    <title>Non-AP Calculus Agenda Nov.10th - 14tth</title>
    <link rel="alternate" type="text/html" href="http://www.harrisonhigh.org/weblogs/blumea/2008/11/nonap_calculus_agenda_nov10th.html" />
    <link rel="service.edit" type="application/atom+xml" href="http://www.harrisonhigh.org/mt/mt-atom.cgi/weblog/blog_id=25/entry_id=41828" title="Non-AP Calculus Agenda Nov.10th - 14tth" />
    <id>tag:www.harrisonhigh.org,2008:/weblogs/blumea//25.41828</id>
    
    <published>2008-11-08T11:15:19Z</published>
    <updated>2008-11-08T14:42:12Z</updated>
    
    <summary>Essential Question: What are Slope Fiels and how are they useful? M.Calc.(1.12) Integration:Substitution Mon. - (M.Calc.1.21) Integrating Exponential Functions / Wsheet/ bookwork listed on unit plan Tues.- (M.Calc.1.10) Slope Fields/ Begin Differential Equations / (Worksheets) Wed. - (M.Calc.1.10) Differential Equations(cont.)/...</summary>
    <author>
        <name>Ann Blume</name>
        
    </author>
            <category term="Calculus" />
    
    <content type="html" xml:lang="en-us" xml:base="http://www.harrisonhigh.org/weblogs/blumea/">
        <![CDATA[<p>Essential Question: What are Slope Fiels and how are they useful?<br />
M.Calc.(1.12)  Integration:Substitution</p>

<p>Mon.  -  (M.Calc.1.21) Integrating Exponential Functions / Wsheet/ bookwork listed on unit plan<br />
Tues.-  (M.Calc.1.10)  Slope Fields/ Begin Differential Equations / (Worksheets)<br />
Wed. -  (M.Calc.1.10) Differential Equations(cont.)/ bookwork listed on unit plan<br />
Thurs.- Integration Review Day/ Review Worksheet<br />
Fri.   -   Unit Test over Integration </p>]]>
        
    </content>
</entry>
<entry>
    <title>Trapezoidal Rule: Numerical Integration to find an area bounded without an equation that can be integrated.</title>
    <link rel="alternate" type="text/html" href="http://www.harrisonhigh.org/weblogs/blumea/2008/11/trapezoidal_rule_numerical_int.html" />
    <link rel="service.edit" type="application/atom+xml" href="http://www.harrisonhigh.org/mt/mt-atom.cgi/weblog/blog_id=25/entry_id=41526" title="Trapezoidal Rule: Numerical Integration to find an area bounded without an equation that can be integrated." />
    <id>tag:www.harrisonhigh.org,2008:/weblogs/blumea//25.41526</id>
    
    <published>2008-11-02T17:38:44Z</published>
    <updated>2008-11-02T17:45:29Z</updated>
    
    <summary>If a 100-foot lake&apos;s width is measured at 10-foot intervals (as shown below), approximate the area of the lake using the Trapezoidal Rule:...</summary>
    <author>
        <name>Ann Blume</name>
        
    </author>
            <category term="AP Calculus AB" />
    
    <content type="html" xml:lang="en-us" xml:base="http://www.harrisonhigh.org/weblogs/blumea/">
        <![CDATA[<p>If a 100-foot lake's width is measured at 10-foot intervals (as shown below), approximate the area of the lake using the Trapezoidal Rule:<br />
<img alt="trapezoidal rule.gif" src="http://www.harrisonhigh.org/weblogs/blumea/trapezoidal%20rule.gif" width="456" height="288" /><br />
</p>]]>
        
    </content>
</entry>
<entry>
    <title>AP Calculus AB  Agenda Nov.3rd - 7th</title>
    <link rel="alternate" type="text/html" href="http://www.harrisonhigh.org/weblogs/blumea/2008/11/ap_calculus_ab_agenda_nov3rd_7.html" />
    <link rel="service.edit" type="application/atom+xml" href="http://www.harrisonhigh.org/mt/mt-atom.cgi/weblog/blog_id=25/entry_id=41524" title="AP Calculus AB  Agenda Nov.3rd - 7th" />
    <id>tag:www.harrisonhigh.org,2008:/weblogs/blumea//25.41524</id>
    
    <published>2008-11-02T16:55:21Z</published>
    <updated>2008-11-02T18:10:56Z</updated>
    
    <summary>Essential Question: What techniques can we use to integrate more sophisticated functions? MCalc.1.12 Integration:Substitution M.Calc.3.4 Integration:Estimating Areas Mon. - (5.7) Integrating Transcendental Functions / U-Substitution &amp; ArcTrig wsheets Tues. - No classes meet Wed. - (7.1) Numerical Integration / Trapezoid...</summary>
    <author>
        <name>Ann Blume</name>
        
    </author>
            <category term="AP Calculus AB" />
    
    <content type="html" xml:lang="en-us" xml:base="http://www.harrisonhigh.org/weblogs/blumea/">
        <![CDATA[<p>Essential Question: What techniques can we use to integrate more sophisticated functions?<br />
MCalc.1.12 Integration:Substitution <br />
M.Calc.3.4  Integration:Estimating Areas</p>

<p>Mon. - (5.7) Integrating Transcendental Functions / U-Substitution & ArcTrig wsheets<br />
Tues. - No classes meet<br />
Wed. - (7.1) Numerical Integration / Trapezoid Rule handout/p.424 bookwork (unit plan)<br />
Thurs.-(7.2) Integration by Parts(u-dv)/ p.431 bookwork (unit plan) <br />
Fri.    - (7.2)Integration by Parts(cont.)/Arctrig and Cycling(Product Rule backwards)/ 5 problems on unit plan <br />
 <br />
Note: Expect mini-quizzes over quick integrals this week.</p>]]>
        
    </content>
</entry>
<entry>
    <title>Calculus Agenda - Nov.3rd - 7th</title>
    <link rel="alternate" type="text/html" href="http://www.harrisonhigh.org/weblogs/blumea/2008/11/calculus_agenda_nov3rd_7th.html" />
    <link rel="service.edit" type="application/atom+xml" href="http://www.harrisonhigh.org/mt/mt-atom.cgi/weblog/blog_id=25/entry_id=41525" title="Calculus Agenda - Nov.3rd - 7th" />
    <id>tag:www.harrisonhigh.org,2008:/weblogs/blumea//25.41525</id>
    
    <published>2008-11-02T15:07:29Z</published>
    <updated>2008-11-02T18:13:09Z</updated>
    
    <summary>Essential Question: What different techniques are there to find area under a curve? M.Calc.1.12: Integration:Substitution M.Calc.3.4: Integration: Estimating Areas Mon. - Fundamental Theorem of Calculus / 2 Handouts Tues. - No classes meet Wed. - Average Value of a Function...</summary>
    <author>
        <name>Ann Blume</name>
        
    </author>
            <category term="Calculus" />
    
    <content type="html" xml:lang="en-us" xml:base="http://www.harrisonhigh.org/weblogs/blumea/">
        <![CDATA[<p>Essential Question: What different techniques are there to find area under a curve?<br />
M.Calc.1.12: Integration:Substitution<br />
M.Calc.3.4:  Integration: Estimating Areas</p>

<p>Mon. -  Fundamental Theorem of Calculus / 2 Handouts  <br />
Tues. - No classes meet<br />
Wed. - Average Value of a Function / Handout<br />
Thurs.- Numerical Integration/ Trapezoidal Rule Handout<br />
Fri.   -  Integrating 1/X / Worksheet/Unit plan bookwork</p>

<p>Note: Continue to be prepared for mini-quizzes on quick integrals.</p>]]>
        
    </content>
</entry>
<entry>
    <title>AP Calculus AB Agenda Oct.27th - 31st</title>
    <link rel="alternate" type="text/html" href="http://www.harrisonhigh.org/weblogs/blumea/2008/10/ap_calculus_ab_agenda_oct27th.html" />
    <link rel="service.edit" type="application/atom+xml" href="http://www.harrisonhigh.org/mt/mt-atom.cgi/weblog/blog_id=25/entry_id=41198" title="AP Calculus AB Agenda Oct.27th - 31st" />
    <id>tag:www.harrisonhigh.org,2008:/weblogs/blumea//25.41198</id>
    
    <published>2008-10-25T16:41:56Z</published>
    <updated>2008-10-25T17:26:23Z</updated>
    
    <summary>Essential Question: What is the Meaning of the Fundamental Theorem of Calculus? M.Calc.1.11 The learner will identify and use the Fundamental Theorem of Calculus Mon. - Fundamental Thm of Calculus Part I &amp; II/ Worksheets/ bookwork p.335 Tues.- Net or...</summary>
    <author>
        <name>Ann Blume</name>
        
    </author>
            <category term="AP Calculus AB" />
    
    <content type="html" xml:lang="en-us" xml:base="http://www.harrisonhigh.org/weblogs/blumea/">
        <![CDATA[<p>Essential Question: What is the Meaning of the Fundamental Theorem of Calculus?<br />
M.Calc.1.11 The learner will identify and use the Fundamental Theorem of Calculus</p>

<p>Mon. - Fundamental Thm of Calculus Part I & II/ Worksheets/ bookwork p.335 <br />
Tues.- Net or Total Change as Integral of a Rate / Worksheet / bookwork p. 341 <br />
Wed. - Review Day / Meaning of Integration review sheet <br />
Thurs.- Unit Test on Meaning of Integration<br />
Fri.  -   Integration by U Substitution/ Rules of Integration Unit Plan bookwork p.349</p>]]>
        
    </content>
</entry>
<entry>
    <title>Calculus Agenda Oct.27th - 31st</title>
    <link rel="alternate" type="text/html" href="http://www.harrisonhigh.org/weblogs/blumea/2008/10/calculus_agenda_oct27th_31st.html" />
    <link rel="service.edit" type="application/atom+xml" href="http://www.harrisonhigh.org/mt/mt-atom.cgi/weblog/blog_id=25/entry_id=41197" title="Calculus Agenda Oct.27th - 31st" />
    <id>tag:www.harrisonhigh.org,2008:/weblogs/blumea//25.41197</id>
    
    <published>2008-10-25T16:30:31Z</published>
    <updated>2008-10-25T17:28:26Z</updated>
    
    <summary>Essential Question: What is the Meaning of Integration? (M.CALC.3.1) The learner will relate the definite integral to area under a curve. The learner will define and apply properties of the definite integral. Mon. - Antiderivatives &amp; Indefinite Integration/ Worksheet /...</summary>
    <author>
        <name>Ann Blume</name>
        
    </author>
            <category term="Calculus" />
    
    <content type="html" xml:lang="en-us" xml:base="http://www.harrisonhigh.org/weblogs/blumea/">
        <![CDATA[<p>Essential Question: What is the Meaning of Integration?<br />
(M.CALC.3.1) The learner will relate the definite integral to area under a curve. The learner will define and apply properties of the definite integral.</p>

<p>Mon. -  Antiderivatives & Indefinite Integration/ Worksheet / p.248 # 11-42 all<br />
Tues. - Riemann Sums/ Worksheets<br />
Wed. -  Definite Integrals/Worksheet/p.271 #1-24 all, #43,44<br />
Thurs.- Fundamental Theorem of Calculus / Worksheet/ p.283 #1-20,25-30,33-38 all<br />
Fri.  -  Integration by "U" Substitution/ Worksheet/ p.296-97 #7-12,33,34,36,39 </p>]]>
        
    </content>
</entry>
<entry>
    <title>Essential Question: What is integration? How can we approximate area bounded by a curve?</title>
    <link rel="alternate" type="text/html" href="http://www.harrisonhigh.org/weblogs/blumea/2008/10/what_is_integration_how_can_we.html" />
    <link rel="service.edit" type="application/atom+xml" href="http://www.harrisonhigh.org/mt/mt-atom.cgi/weblog/blog_id=25/entry_id=40869" title="Essential Question: What is integration? How can we approximate area bounded by a curve?" />
    <id>tag:www.harrisonhigh.org,2008:/weblogs/blumea//25.40869</id>
    
    <published>2008-10-18T21:35:51Z</published>
    <updated>2008-10-18T21:38:05Z</updated>
    
    <summary></summary>
    <author>
        <name>Ann Blume</name>
        
    </author>
    
    <content type="html" xml:lang="en-us" xml:base="http://www.harrisonhigh.org/weblogs/blumea/">
        <![CDATA[<p><img alt="integration.gif" src="http://www.harrisonhigh.org/weblogs/blumea/integration.gif" width="406" height="266" /><br />
</p>]]>
        
    </content>
</entry>
<entry>
    <title>Slope &quot;Directional&quot; Fields</title>
    <link rel="alternate" type="text/html" href="http://www.harrisonhigh.org/weblogs/blumea/2008/10/slope_directional_fields_1.html" />
    <link rel="service.edit" type="application/atom+xml" href="http://www.harrisonhigh.org/mt/mt-atom.cgi/weblog/blog_id=25/entry_id=40867" title="Slope &quot;Directional&quot; Fields" />
    <id>tag:www.harrisonhigh.org,2008:/weblogs/blumea//25.40867</id>
    
    <published>2008-10-18T21:09:49Z</published>
    <updated>2008-10-18T21:11:19Z</updated>
    
    <summary></summary>
    <author>
        <name>Ann Blume</name>
        
    </author>
            <category term="AP Calculus AB" />
    
    <content type="html" xml:lang="en-us" xml:base="http://www.harrisonhigh.org/weblogs/blumea/">
        <![CDATA[<p><img alt="SlopeField_.gif" src="http://www.harrisonhigh.org/weblogs/blumea/SlopeField_.gif" width="268" height="278" /><br />
</p>]]>
        
    </content>
</entry>
<entry>
    <title>AP Calculus AB Agenda Oct.20th - 24th</title>
    <link rel="alternate" type="text/html" href="http://www.harrisonhigh.org/weblogs/blumea/2008/10/ap_calculus_ab_agenda_oct20th.html" />
    <link rel="service.edit" type="application/atom+xml" href="http://www.harrisonhigh.org/mt/mt-atom.cgi/weblog/blog_id=25/entry_id=40866" title="AP Calculus AB Agenda Oct.20th - 24th" />
    <id>tag:www.harrisonhigh.org,2008:/weblogs/blumea//25.40866</id>
    
    <published>2008-10-18T20:27:14Z</published>
    <updated>2008-10-20T00:14:02Z</updated>
    
    <summary>Essential Question: What is an integral? How can we estimate area bounded by a curve? (M.CALC.3.1) The learner will relate the definite integral to area under a curve. The learner will define and apply properties of the definite integral. Mon....</summary>
    <author>
        <name>Ann Blume</name>
        
    </author>
            <category term="AP Calculus AB" />
    
    <content type="html" xml:lang="en-us" xml:base="http://www.harrisonhigh.org/weblogs/blumea/">
        <![CDATA[<p>Essential Question: What is an integral? How can we estimate area bounded by a curve?<br />
(M.CALC.3.1) The learner will relate the definite integral to area under a curve. The learner will define and apply properties of the definite integral.<br />
Mon. - (4.9)  Finding Antiderivatives / Slope Fields / p.292 bookwork (unit plan)<br />
Tues.- (5.1)  Riemann Sums / Meaning of Integration / p.307 bookwork (unit plan)<br />
Wed. - (5.2)  The Definite Integral / p.310 and p.321 (unit plan)<br />
Thurs. - (5.3) Fundamental Theorem of Calculus Pt I / Differential Equations / p.329 bookwork<br />
Fri -  (5.4)  Fundamental Theorem of Calculus Pt II / Groupwork / p.335 bookwork</p>

<p>Be prepared for several quizzes throughout the week. Below is a link to the more detailed unit plan. <br />
<a href="http://www.harrisonhigh.org/weblogs/blumea/AB%20Meaning%20of%20Int%20AP%20Ed%2008%201.doc">Download file</a><br />
</p>]]>
        
    </content>
</entry>
<entry>
    <title>Calculus Agenda Oct.20th - 24th</title>
    <link rel="alternate" type="text/html" href="http://www.harrisonhigh.org/weblogs/blumea/2008/10/calculus_agenda_oct20th_24th.html" />
    <link rel="service.edit" type="application/atom+xml" href="http://www.harrisonhigh.org/mt/mt-atom.cgi/weblog/blog_id=25/entry_id=40868" title="Calculus Agenda Oct.20th - 24th" />
    <id>tag:www.harrisonhigh.org,2008:/weblogs/blumea//25.40868</id>
    
    <published>2008-10-18T18:25:31Z</published>
    <updated>2008-10-20T00:10:59Z</updated>
    
    <summary>Essential Question: How can calculus be used to solve real life applications where we want to maximize or minimize an outcome? (M.CALC.1.9) The learner will apply derivatives;solve optimization and rate of change problems Mon. - Related Rates Mixed Applications/ Groupwork...</summary>
    <author>
        <name>Ann Blume</name>
        
    </author>
            <category term="Calculus" />
    
    <content type="html" xml:lang="en-us" xml:base="http://www.harrisonhigh.org/weblogs/blumea/">
        <![CDATA[<p>Essential Question: How can calculus be used to solve real life applications where we want to maximize or minimize an outcome?<br />
(M.CALC.1.9) The learner will apply derivatives;solve optimization and rate of change problems</p>

<p>Mon. -  Related Rates Mixed Applications/ Groupwork / Worksheets<br />
Tues. - Max-Min Optimization Day 1 / Worksheets / Assign Box Project<br />
Wed. -  Max-Min Day 2 /  Business Applications/ Worksheet<br />
Thurs - Partner Test / Study for individual part of test<br />
Fri.  -    Individual Part of Test / Finish Box Project<br />
</p>]]>
        
    </content>
</entry>

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