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      <header alignment="Center" color="#a9a9a9">&amp;[DATE] &amp;[TIME] - &amp;[FILENAME]</header>
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        <content>
          <p style="font-weight: bold; text-decoration: underline; font-family: Arial; font-size: 18px;">Resistive Voltage Divider Solve for R2 (or any variable)?</p>
        </content>
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          <e type="operand">dB</e>
          <e type="operand">1</e>
          <e type="operator" args="2">:</e>
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      <text lang="eng" fontFamily="Arial" fontSize="10">
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          <p style="font-weight: bold; text-decoration: underline; font-family: Arial;">Inputs: </p>
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        <input>
          <e type="operand">V.in</e>
          <e type="operand">12</e>
          <e type="operand" style="unit">V</e>
          <e type="operator" args="2">*</e>
          <e type="operator" args="2">:</e>
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      <text lang="eng" width="370" fontFamily="Arial" fontSize="10">
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          <p style="color: #808080; background-color: #ffffff;">Input voltage</p>
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      <math decimalPlaces="1" trailingZeros="false">
        <input>
          <e type="operand">R1</e>
          <e type="operand">1.5</e>
          <e type="operand" style="unit">kΩ</e>
          <e type="operator" args="2">*</e>
          <e type="operator" args="2">:</e>
        </input>
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    <region left="216" top="108" width="231" height="23" color="#808080" fontSize="10" isBreakable="false">
      <text lang="eng" width="231" fontFamily="Arial" fontSize="10">
        <content>
          <p style="color: #808080; background-color: #ffffff;">Top voltage divider resistor (series)</p>
        </content>
      </text>
    </region>
    <region left="0" top="144" width="90" height="24" border="true" color="#000000" bgColor="#ffff00" fontSize="10">
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        <input>
          <e type="operand">R2</e>
          <e type="operand">1.5</e>
          <e type="operand" style="unit">kΩ</e>
          <e type="operator" args="2">*</e>
          <e type="operator" args="2">:</e>
        </input>
      </math>
    </region>
    <region left="216" top="144" width="233" height="23" color="#808080" fontSize="10" isBreakable="false">
      <text lang="eng" width="231" fontFamily="Arial" fontSize="10">
        <content>
          <p style="color: #808080; background-color: #ffffff;">Lower voltage divider resistor (shunt)</p>
        </content>
      </text>
    </region>
    <region left="0" top="180" width="93" height="30" border="true" color="#000000" bgColor="#ffff00" fontSize="10">
      <math decimalPlaces="1" trailingZeros="false">
        <input>
          <e type="operand">V.out</e>
          <e type="operand">3.5</e>
          <e type="operand" style="unit">V</e>
          <e type="operator" args="2">*</e>
          <e type="operator" args="2">:</e>
        </input>
      </math>
    </region>
    <region left="216" top="189" width="370" height="23" color="#808080" fontSize="10" isBreakable="false">
      <text lang="eng" width="370" fontFamily="Arial" fontSize="10">
        <content>
          <p style="color: #808080; background-color: #ffffff;">Output voltage</p>
        </content>
      </text>
    </region>
    <region left="0" top="243" width="75" height="23" color="#000000" fontSize="10" isBreakable="false">
      <text lang="eng" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-weight: bold; text-decoration: underline; font-family: Arial;">Formula: </p>
        </content>
      </text>
    </region>
    <region left="0" top="306" width="170" height="47" color="#000000" fontSize="12">
      <math>
        <input>
          <e type="operand">V.out</e>
          <e type="operand">V.in</e>
          <e type="operand">R2</e>
          <e type="operand">R1</e>
          <e type="operand">R2</e>
          <e type="operator" args="2">+</e>
          <e type="operator" args="2">/</e>
          <e type="operator" args="2">*</e>
          <e type="operator" args="2">:</e>
        </input>
      </math>
    </region>
    <region left="252" top="324" width="231" height="23" color="#808080" fontSize="10" isBreakable="false">
      <text lang="eng" width="231" fontFamily="Arial" fontSize="10">
        <content>
          <p style="color: #808080; background-color: #ffffff;">Voltage divider formula</p>
        </content>
      </text>
    </region>
    <region left="9" top="405" width="167" height="26" color="#000000" fontSize="12">
      <text lang="eng" fontFamily="Arial" fontSize="12">
        <content>
          <p>How do I solve for R?</p>
        </content>
      </text>
    </region>
    <region left="945" top="513" width="461" height="26" color="#808080" fontSize="12" isBreakable="false">
      <text lang="eng" width="461" fontFamily="Arial" fontSize="12">
        <content>
          <p style="color: #808080;">20220408 Voltage Divider Solve.sm</p>
        </content>
      </text>
    </region>
    <region left="0" top="522" width="50" height="23" color="#000000" fontSize="10" isBreakable="false">
      <text lang="eng" fontFamily="Arial" fontSize="10">
        <content>
          <p>END. </p>
        </content>
      </text>
    </region>
  </regions>
</worksheet>