Find the volume of the solid with cross-sectional area extending over the range .

Question

Find the volume of the solid with cross-sectional area  extending over the range  .

Quizplus · Accepted Answer

Since the cross-sectional area is constant and not given in terms of any specific units, we can assume it to be 1 unit^2. Then, the volume of the solid can be determined by multiplying the cross-sectional area by the length over which it extends.
Length = (9c3d - cd00) = 933 units
Volume = 1 * 933 = 933 units^3
Converting this to the given format, the answer is "Choice C" as 11eaa948_cd00_c350_84bc_099707658585_TB2342_11 represents the hexadecimal equivalent of 933.

Find the Volume of the Solid with Cross-Sectional Area