Question: Task 2 Cube Root Functions In this activity, you will write, solve, and graph a radical equation modeling a real-world cube root function. The volume

Task 2 Cube Root Functions In this activity, you will write, solve, and graph a radical equation modeling a real-world cube root function. The volume of a spherical soccer ball is equal to the product of , the cube of the radius of the ball, and . Let V represent the volume of the ball, r represent the radius of the ball, and 3.14 represent an approximate value of . Part A Question Create an equation that could be used to find the volume, V, of the soccer ball. Type the correct answer in the box. superscript end Part B Question Rewrite the volume formula to create an equation that can be used to calculate the radius, r, of the soccer ball. Drag the terms to the correct locations in the equation. Not all terms will be used. Part C Question Graph the radical equation that can be used to calculate the radius, r, of the soccer ball. Use the lowercase r and the uppercase V when entering the equation. After entering the equation, set the value of pi to be 3.14. 1234-1-2-3-41234-1-2-3-4Vr Part D Question The volume of a soccer ball is about 371 cubic inches. Use this information

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