For each problem, show setup. Numbers 1 & 2 should be solved without a calculator and you should show all supporting work. 1. Find the volume of the solid that has square cross sections perpendicular to the xaxis whose base is the curve y=JEI over the interval [4,4] . Show your definite integral and solve analytically. 2. Find the volume of the solid whose base is bounded by the functions flx)=x+4 and glx)=2x2+3 using cross sections perpendicular to the x axis that are rectangles with the base in the x-y plane and height equal to 4 times the base. 4. Find the volume of the solid that has semi-circular 3; Find the volume 0f the solid whose base is one cross sections perpendicular to the x-axis bounded by srde of an equrlateral triangle that Is perpendicular to 1 . the x-axis where the length is represented by the the curve \"10:; over the Interval [1, 8]. curve flx): \\3/x +2 over the interval [-2, 4]