Find the volume, in cubic feet, of the composite figure. Use 314 for \( \pi \), round your answer to the nearest whole number, and type only the numeric value, do not lobel your answer.

To calculate the volume of a composite figure, you typically need to break it down into its individual components, such as cylinders, cones, and spheres. For instance, if the composite figure consists of a cylinder with a cone on top, you would calculate the volume of the cylinder using the formula \( V = \pi r^2 h \) and the volume of the cone using \( V = \frac{1}{3} \pi r^2 h \). Summing these volumes gives the total volume. Remember to convert your volume to the desired units, like cubic feet, and round appropriately for the final answer. Another fun tip is to visualize or sketch the shape to better understand how to decompose it into simpler parts before calculating. Often, seeing it laid out helps avoid common mistakes, like mixing up dimensions or forgetting a radius! If you have the dimensions handy, just plug them into the formulas, calculate, and you’ll be good to go.