The given solid is a cylinder.
<jsxgpre id="Solution_41739_1" alt="" static=1>
var b=mlg.board([0.0,6.0,10.0,0.0],{desktopSize:"medium",style:"usa",grid:false});
var opt1 = {strokeColor:"goldenrod", layer:12};
var off = {color:["rgb(229,192,98)","rgb(244,228,188)"], offset:[40,100], angle:270 }; /*just to make the gradient simpler later on*/
var p1 = b.point(3.26,3.08,{fillColor:"black",layer:14}); /*the center of the left base*/
var p2 = b.node(8.61,3.08); /*center of the right base*/
b.node(9.55,3.08,{});/*just here to make b.trim() work*/
var ellipse1 = b.ellipse(p1,0.94,1.89,{fillColor:"rgb(229,192,98)",layer:12,strokeColor:"goldenrod"});
var right = b.ellipse(p2,0.94,1.89,{fillColor:"rgb(229,192,98)", startAngle:90, endAngle:270, dash:3,strokeColor:"goldenrod"});
var right2 = b.ellipse(p2,0.94,1.89,{fillColor:"rgb(229,192,98)", startAngle:-90, endAngle:90,strokeColor:"goldenrod"});/*the right one is split into two due to the dashed part*/
var n1 = b.node(3.26,4.97);/*point on the top of the left circle where the radius goes*/
var seg1 = b.segment(p1,n1,{strokeColor:'red',layer:13});/*the radius*/
var s1 = b.node(3.26,1.19);
var s2 = b.node(8.65,1.19);
var seg1 = b.segment(s1,s2,opt1);
var s3 = b.node(3.26,4.97);
var s4 = b.node(8.65,4.97);
var seg2 = b.segment(s3,s4,opt1);/*top and bottom lines of the cylinder*/
var g1 = b.node(3.25,4);
var g2 = b.node(1.93,3.31,{});
var seg = b.segment(g1,g2,{strokeColor:'gray',layer:13});/*the gray segment between the radius and its length*/
var polygon1 = b.polygon([s1,s2,s4,s3],{fillColor:"rgb(229,192,98)", borders:{visible:false}});
var grad = b.gradient(right,off);
var grad = b.gradient(polygon1,off);
var grad = b.gradient(right2,off);
var txt1 = b.txt(6.3,0.8,'18\\ \\text{yd}',{});
var txt2 = b.txt(1.5,3.31,'5\\ \\text{yd}',{});
b.trim();
</jsxgpre>
The volume of a cylinder with the radius r and height h can be calculated by the following formula.
V=Ï€ r^2 h
Since we are given both the radius and height of the cylinder, we can substitute them into the formula and calculate V.
