﻿<?xml version="1.0" encoding="utf-8" standalone="yes"?>
<?application progid="SMath Studio Desktop" version="0.99.7921.69"?>
<worksheet xmlns="http://smath.info/schemas/worksheet/1.0">
  <settings ppi="96">
    <identity>
      <id>8311d1bd-24d6-4c35-a735-f6c9b859d148</id>
      <revision>2</revision>
    </identity>
    <calculation>
      <precision>4</precision>
      <exponentialThreshold>5</exponentialThreshold>
      <trailingZeros>false</trailingZeros>
      <significantDigitsMode>false</significantDigitsMode>
      <roundingMode>0</roundingMode>
      <fractions>decimal</fractions>
    </calculation>
    <pageModel active="false" viewMode="2" printGrid="false" printAreas="true" simpleEqualsOnly="false" printBackgroundImages="true">
      <paper id="0" orientation="Portrait" width="850" height="1100" />
      <margins left="39" right="39" top="49" bottom="49" />
      <header alignment="Center" color="#a9a9a9">&amp;[DATE] &amp;[TIME] - &amp;[FILENAME]</header>
      <footer alignment="Center" color="#a9a9a9">&amp;[PAGENUM] / &amp;[COUNT]</footer>
      <backgrounds />
    </pageModel>
    <dependencies>
      <assembly name="SMath Studio Desktop" version="0.99.7921.69" guid="a37cba83-b69c-4c71-9992-55ff666763bd" />
      <assembly name="MathRegion" version="1.11.7921.69" guid="02f1ab51-215b-466e-a74d-5d8b1cf85e8d" />
      <assembly name="PictureRegion" version="1.10.7921.69" guid="06b5df04-393e-4be7-9107-305196fcb861" />
      <assembly name="TextRegion" version="1.11.7921.69" guid="485d28c5-349a-48b6-93be-12a35a1c1e39" />
    </dependencies>
  </settings>
  <regions type="content">
    <region left="63" top="18" width="50" height="20" color="#000000" fontSize="8">
      <math>
        <input>
          <e type="operand">a</e>
          <e type="operand">1</e>
          <e type="operand" style="unit">m</e>
          <e type="operator" args="2">*</e>
          <e type="operator" args="2">:</e>
        </input>
      </math>
    </region>
    <region left="63" top="36" width="50" height="20" color="#000000" fontSize="8">
      <math>
        <input>
          <e type="operand">b</e>
          <e type="operand">2</e>
          <e type="operand" style="unit">m</e>
          <e type="operator" args="2">*</e>
          <e type="operator" args="2">:</e>
        </input>
      </math>
    </region>
    <region left="63" top="90" width="707" height="20" color="#000000" fontSize="8">
      <text lang="eng" width="707" fontFamily="Arial" fontSize="8">
        <content>
          <p>STEP 1 and STEP 2) Insert a text region (i.e., Keypress the doube quotes [ " ]); this used to keep math/text on the same line.</p>
        </content>
      </text>
    </region>
    <region left="108" top="108" width="240" height="41" color="#000000" fontSize="8" isBreakable="false">
      <text lang="eng" fontFamily="Arial" fontSize="8">
        <content>
          <p>\[REGION[e3814f7bf04d4b86bd8900ecfe17ee3c]]\ = \[REGION[4519976e72fa47ffa623ca8b0e4742f7]]\ </p>
        </content>
        <regions>
          <region id="e3814f7bf04d4b86bd8900ecfe17ee3c" left="2" top="0" width="131" height="40" color="#000000" fontSize="8">
            <math>
              <input>
                <e type="operand">A</e>
                <e type="operand">a</e>
                <e type="operand">b</e>
                <e type="operator" args="2">*</e>
                <e type="operator" args="2">:</e>
              </input>
              <result action="symbolic">
                <e type="operand">3125000</e>
                <e type="operand" style="unit">ft</e>
                <e type="operand">2</e>
                <e type="operator" args="2">^</e>
                <e type="operator" args="2">*</e>
                <e type="operand">145161</e>
                <e type="operator" args="2">/</e>
              </result>
            </math>
          </region>
          <region id="4519976e72fa47ffa623ca8b0e4742f7" left="138" top="0" width="94" height="40" color="#000000" fontSize="8">
            <math>
              <input>
                <e type="operand">A</e>
              </input>
              <result action="symbolic">
                <e type="operand">3125000</e>
                <e type="operand" style="unit">ft</e>
                <e type="operand">2</e>
                <e type="operator" args="2">^</e>
                <e type="operator" args="2">*</e>
                <e type="operand">145161</e>
                <e type="operator" args="2">/</e>
              </result>
            </math>
          </region>
        </regions>
      </text>
    </region>
    <region left="63" top="162" width="707" height="21" color="#000000" fontSize="8" isBreakable="false">
      <text lang="eng" width="707" fontFamily="Arial" fontSize="8">
        <content>
          <p>STEP 3) Change Optimztation of equation \[REGION[54b97fd023ef488e810d6a1a43d7ec9a]]\ = to [None]; <span style="font-style: italic;">Via the Context Menu as shown below</span></p>
        </content>
        <regions>
          <region id="54b97fd023ef488e810d6a1a43d7ec9a" left="204" top="0" width="56" height="20" color="#000000" fontSize="8">
            <math>
              <input>
                <e type="operand">A</e>
                <e type="operand">a</e>
                <e type="operand">b</e>
                <e type="operator" args="2">*</e>
                <e type="operator" args="2">:</e>
              </input>
            </math>
          </region>
        </regions>
      </text>
    </region>
    <region left="216" top="189" width="186" height="197" color="#000000">
      <picture>
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</raw>
      </picture>
    </region>
    <region left="117" top="396" width="259" height="41" color="#000000" fontSize="8" isBreakable="false">
      <text lang="eng" fontFamily="Arial" fontSize="8">
        <content>
          <p>\[REGION[e3814f7bf04d4b86bd8900ecfe17ee3c]]\ = \[REGION[4519976e72fa47ffa623ca8b0e4742f7]]\ </p>
        </content>
        <regions>
          <region id="e3814f7bf04d4b86bd8900ecfe17ee3c" left="2" top="6" width="150" height="34" color="#000000" fontSize="8">
            <math>
              <input>
                <e type="operand">A</e>
                <e type="operand">a</e>
                <e type="operand">b</e>
                <e type="operator" args="2">*</e>
                <e type="operator" args="2">:</e>
              </input>
              <result action="none">
                <e type="operand">1250</e>
                <e type="operand" style="unit">ft</e>
                <e type="operator" args="2">*</e>
                <e type="operand">381</e>
                <e type="operator" args="2">/</e>
                <e type="operand">2500</e>
                <e type="operand" style="unit">ft</e>
                <e type="operator" args="2">*</e>
                <e type="operand">381</e>
                <e type="operator" args="2">/</e>
                <e type="operator" args="2">*</e>
              </result>
            </math>
          </region>
          <region id="4519976e72fa47ffa623ca8b0e4742f7" left="157" top="0" width="94" height="40" color="#000000" fontSize="8">
            <math>
              <input>
                <e type="operand">A</e>
              </input>
              <result action="symbolic">
                <e type="operand">3125000</e>
                <e type="operand" style="unit">ft</e>
                <e type="operand">2</e>
                <e type="operator" args="2">^</e>
                <e type="operator" args="2">*</e>
                <e type="operand">145161</e>
                <e type="operator" args="2">/</e>
              </result>
            </math>
          </region>
        </regions>
      </text>
    </region>
    <region left="63" top="459" width="707" height="21" color="#000000" fontSize="8" isBreakable="false">
      <text lang="eng" width="707" fontFamily="Arial" fontSize="8">
        <content>
          <p>STEP 4) Uncheck [Display input data] for equation \[REGION[54b97fd023ef488e810d6a1a43d7ec9a]]\ = ; <span /><span style="font-style: italic;">Via the Context Menu as shown below</span><span /></p>
        </content>
        <regions>
          <region id="54b97fd023ef488e810d6a1a43d7ec9a" left="243" top="0" width="18" height="20" color="#000000" fontSize="8">
            <math>
              <input>
                <e type="operand">A</e>
              </input>
            </math>
          </region>
        </regions>
      </text>
    </region>
    <region left="225" top="486" width="139" height="233" color="#000000">
      <picture>
        <raw format="png" 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</raw>
      </picture>
    </region>
    <region left="126" top="720" width="237" height="41" border="true" color="#000000" fontSize="8" isBreakable="false">
      <text lang="eng" fontFamily="Arial" fontSize="8">
        <content>
          <p style="color: #000000; background-color: #ffffff;">\[REGION[e3814f7bf04d4b86bd8900ecfe17ee3c]]\ = \[REGION[4519976e72fa47ffa623ca8b0e4742f7]]\ </p>
        </content>
        <regions>
          <region id="e3814f7bf04d4b86bd8900ecfe17ee3c" left="2" top="6" width="150" height="34" color="#000000" fontSize="8">
            <math>
              <input>
                <e type="operand">A</e>
                <e type="operand">a</e>
                <e type="operand">b</e>
                <e type="operator" args="2">*</e>
                <e type="operator" args="2">:</e>
              </input>
              <result action="none">
                <e type="operand">1250</e>
                <e type="operand" style="unit">ft</e>
                <e type="operator" args="2">*</e>
                <e type="operand">381</e>
                <e type="operator" args="2">/</e>
                <e type="operand">2500</e>
                <e type="operand" style="unit">ft</e>
                <e type="operator" args="2">*</e>
                <e type="operand">381</e>
                <e type="operator" args="2">/</e>
                <e type="operator" args="2">*</e>
              </result>
            </math>
          </region>
          <region id="4519976e72fa47ffa623ca8b0e4742f7" left="157" top="0" width="72" height="40" color="#000000" fontSize="8" showInputData="false">
            <math>
              <input>
                <e type="operand">A</e>
              </input>
              <result action="symbolic">
                <e type="operand">3125000</e>
                <e type="operand" style="unit">ft</e>
                <e type="operand">2</e>
                <e type="operator" args="2">^</e>
                <e type="operator" args="2">*</e>
                <e type="operand">145161</e>
                <e type="operator" args="2">/</e>
              </result>
            </math>
          </region>
        </regions>
      </text>
    </region>
    <region left="0" top="729" width="105" height="20" color="#000000" fontSize="8">
      <text lang="eng" fontFamily="Arial" fontSize="8">
        <content>
          <p>FINAL SOLUTION:</p>
        </content>
      </text>
    </region>
  </regions>
</worksheet>