<p>The table below shows the total number of goals scored by soccer teams in a tournament.</p>
<div class="table-container"><table><colgroup><col style="width: 100px;"><col style="width: 50px;"><col style="width: 50px;"><col style="width: 50px;"><col style="width: 50px;"><col style="width: 50px;"><col style="width: 50px;"></colgroup><thead><tr><th><p><strong>Total number of goals</strong></p></th><th><p>$0$</p></th><th><p>$1$</p></th><th><p>$2$</p></th><th><p>$3$</p></th><th><p>$4$</p></th><th><p>$5$</p></th></tr></thead><tbody><tr><td><p><strong>Number of teams</strong></p></td><td><p>$20$</p></td><td><p>$x$</p></td><td><p>$6$</p></td><td><p>$5$</p></td><td><p>$5$</p></td><td><p>$0$</p></td></tr></tbody></table></div>
<ol class="abc-list"><li><div class="list-item-paragraph">Find the value of $x$ if $40$ teams took part in the tournament.</div></li><li><div class="list-item-paragraph">State the biggest possible value of $x$ if the mode is $0$ goal.	</div></li><li><div class="list-item-paragraph">Write down the smallest possible value of $x$ is the median is $1$ goal.</div></li></ol>

The table below shows the total number of goals scored by soccer teams in a tournament.

Find the value of $x$ if $40$ teams took part in the tournament.

State the biggest possible value of $x$ if the mode is $0$ goal.	

Write down the smallest possible value of $x$ is the median is $1$ goal.

Tournament Goal Data: Solving for $𝑥$, Mode, and Median

Tournament Goal Data: Solving for $𝑥$, Mode, and Median

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