The diamtere of a right circular cone in 14 m , while its slant height is 9 m. Find the volume of the cone.
To find the volume of the right circular cone, we can follow these steps: Step 1: Identify the given valuesWe know:- Height (h) of the cone = 6 cm- Area of the base (A) = 18.5 cm² Step 2: Use the formula for the area of the base to find the radiusThe area of the base...
What is the Formula of Volume of Right Circular Cone In Terms of Slant Height? The formula of volume of the right circular cone in terms of slant height is given by using the relation between l = √(r2 + h2) using the Pythagoras theorem. Thus, the volume of the right circular cone ...
The volume of the cone is given by the formula $$\displaystyle \frac{1}{3} \pi r^2 h $$. Answer and Explanation: From the given problem, we know that the volume of the right circular cone is {eq}11088\ \mathrm{cm^3} {/eq} and...
Answer to: A right circular cone has a constant slant height of 12 feet. Find the radius of the base for which the cone has a maximum value. By...
Chapter 20 - Surface Area And Volume of the Right Circular Cones has much significance. Listed below are a few: The Area and Volume of Right Circular Cones- For a right circular cone with radius 'r', height 'h', and slant height 'l', we have: Curved surface area of right circular ...
Volume of the Region: Finding the volume of the region using the slicing method and note that the basic formula fot the volume is {eq}\displaystyle V=A\times l {/eq} where {eq}A {/eq} is the area of the cross-section...
To find the curved surface area of the right circular cone given its volume and height, we can follow these steps:1. Identify the Given Information: - Height (h) of the cone = 24 cm - Volume (V) of the cone = 1232 cm³<
Volume of a Cone:Assume that the radius of a right circular cone is given by r and its height is given by h. To obtain its volume V, we need to utilize the following formula: V=πr2h3Answer and Explanation: We plug r=2 and h=5 into the formula to find t...
The slant height of a right circular cone of radius of base 4 unit and of height 3 unit is 6 unit.