In Part 2, you observed a relationship between the change in the volume as the Radius / Height is doubled. Now it’s time to confirm the same by putting it in the formula. The formula for finding the Volume of a right circular cylinder is Volume= (Equation 1) If the radius is doubled then r becomes 2r. g) Substitute r as (2r) in Equation 1, and derive the formula for V(Volume). h) Comment on the relation between the new volume (from g) and the volume in equation 1? Is this in line with your observation in part 2? i) Use the formula to verify your observation about impact on volume if the radius is constant and height is doubled. Part 4 : Communicate your understanding Based on your understanding from this investigation answer the following questions j) Discuss the impact on the Volume if the height is constant and radius is increased by 30%? k) What happens to the Volume if the radius = height of the cylinder? What do you observe? This is for cylinder

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