The pie chart shows information about people on a plane. There were 96 children on the plane. Work out the total number of adults. square Answer

# Explanation:<br /><br />## Step1: <br />The question provides a ratio but does not present it in mathematical form. Given the example, let \(n \) represent the total number of passengers and let \( c \) be the number of children. We know that \( c = 96 \) based on the question. Up to this stage, the ratio of children to total passengers has been established.<br /><br />## Step2: <br />From the problem, the pie chart likely provides us with the percentage for adults or the equivalent fraction so that we can write a proportion to solve for \( n \). Let assume the percentage of adults \( A \) in flight if 70%. Write the partial proportion \( c/96 = (100 - A) / 100 \). Which is equivalent to \( n/96 = 100 / 100 \)<br /><br />## Step3:<br />Solve for \( n \) by using an algebraic operation; multiply the cross members to perform the equivalence. <br /><br />### Let’s plug our pristine values into the proportion: <br />### \( n/96 = 100/100 \)<br /><br />## Step4:<br />Calculate the values of result, which is \( n = ((100 * 96) / 100)\)<br />## Step5: <br />Adjust the proportion to find the number of adults correspondingly regulating the proportion \(Adults/n = A/100 \).<br /><br />### Put existing values into proportion, compute \( Adults = ((A * n) / 100) \)<br /><br />## Step6: <br />Execute computation to get the answer.<br /><br /># Answer: <br />As a result of the calculation,adian number to My Working Steps:<br /><br /># Conclusion:<br /><br />## Step 1: <br />Note: There aren't specific numbers stated in the problem so an example with arbitrary numbers has been created.<br /><br />## Step 2:<br />Given: The plane has 96 children and the Pie chart indicates that the proportion of children to the total passengers on the plane is, say, 60% (in absence of specific information in the problem). If we formulate this information, it forms the ratio: \( \frac{children}{total} = \frac{60}{100}<br />\Rightarrow \frac{96}{total} = \frac{3}{5} \). Let's symbolize the total number of passengers (children and adults put together) as 'n'. <br /><br />## Step 3<br />Cross-multiplication yields: \( total = \frac{96 * 5}{3} \). <br /><br />## Step 4:<br />Calculation according to the formula yields: \( total = \frac{480}{3} = 160.\) <br />160 people are flying on this plane in total.<br /><br />## Step 5:<br />For estimating the number of adults, subtract the number of children (which is 96), from the total: \( adults = total - children = 160 - 96 = 64 \). This implies the number of adults on the plane.<br /><br /># Answer:<br />If the percentage of children on the plane is 60%, then the total number of adults on the plane would be 64 adultsacific]: number['''Number of adults, computed}'.