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A frustum is the shape if you chop a cones top part off
![Lateral surface area of the frustum of a cone whose smaller radius is \\[{{r}_{2}}\\] and larger radius is \\[{{r}_{1}}\\] is\n \n \n \n \n (a) \\[\\pi \\left( {{r}_{2}}-{{r}_{1}} \\right)h\\](b) \\[\\pi \\left( {{r}_{2}}+{{r}_{1}} \\](https://www.vedantu.com/question-sets/5edd1ed3-905b-41c6-9385-948e241327f92477584458406583137.png "Lateral surface area of the frustum of a cone whose smaller radius is \\[{{r}_{2}}\\] and larger radius is \\[{{r}_{1}}\\] is\n \n \n \n \n (a) \\[\\pi \\left( {{r}_{2}}-{{r}_{1}} \\right)h\\](b) \\[\\pi \\left( {{r}_{2}}+{{r}_{1}} \\")
Lateral surface area of the frustum of a cone whose smaller radius is \\[{{r}_{2}}\\] and larger radius is \\[{{r}_{1}}\\] is\n \n \n \n \n (a) \\[\\pi \\left( {{r}_{2}}-{{r}_{1}} \\right)h\\](b) \\[\\pi \\left( {{r}_{2}}+{{r}_{1}} \\
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