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<h4>Describing Domain and Range Graphs</h4>
<p>In a previous lesson, you explored the height, \(h\), of a bungee jumper at \(t\) seconds.</p>
<p><img alt="A graph.&nbsp;" src="https://k12.openstax.org/contents/raise/resources/45e09a83bdc5c7224223b36cc5540575fafd4bb2"></p>
<p>Assuming the jump ended at 35 seconds, what is the domain?</p>
<p>For domain, consider the \(x\)-values, so look from left to right.</p>
<p>The leftmost \(x\)-value is 0, and the rightmost \(x\)-value is 35.</p>
<p>The domain includes all the values from at least 0 up to and including 35 meters.</p>
<p>What are the values in the range?</p>
<p>For the range, consider the \(y\)-values, so look from bottom to top.</p>
<p>The lowest \(y\)-value is 10, and the highest \(y\)-value is about 75.&nbsp;</p>
<p>So, the range includes all of the values from at least 10 up to about 75.</p>
<h4> Try It: Describing Domain and Range Graphs</h4>
<p>Describe the values of the domain and range using the graph below.</p>
<div class="os-raise-ib-cta" data-button-text="Solution" data-fire-event="Reveal1" data-schema-version="1.0">
  <div class="os-raise-ib-cta-content">
    <p><img alt="Graph of curve. Horizontal axis, 0 to 4, time, seconds. Vertical axis, 0 to 25 by 5&rsquo;s, height, meters. Curve goes through labeled point 0 comma 20, 1 comma 25, and 3 point 2 comma 0." src="https://k12.openstax.org/contents/raise/resources/0a33f3d1533460370892e01e14d089359ce46a54"></p>
  </div>
  <div class="os-raise-ib-cta-prompt">
    <p>Write down your answer, then select the <strong>solution</strong> button to compare your work. </p>
  </div>
</div>
<div class="os-raise-ib-content" data-schema-version="1.0" data-wait-for-event="Reveal1">
  <p>Your answers may vary, but here are some examples:<br>
  </p>
  <p>Here is how to find the domain and range values of this function:</p>
  <p>For the domain, consider the \(x\)-values on the graph.</p>
  <p>The domain includes all of the values from at least 0 through and including 3.2.</p>
  <p>For the range, consider the \(y\)-values on the graph.</p>
  <p>The range includes all of the values from at least 0 through and including 25.</p>
</div>