re-there procedure. It supplied only calcula that had a practical bearing in con 2.4 Problems 1. Solve the following geometrical problems from the Rhind Papyrus.sono bas) (a) Problem 41. A cylindrical granary of diameter 9 cubits and height 10 cubits. What is the amount of grain that goes into it? [Hint: Use the Egyptian value for л, namely 4 (3)², to get the scribe's answer.] (b) Problem 51. Example of a triangle of land. Suppose it is said to thee, what is the area of a bitriangle of side 10 khet and of base 4 khet? of taupe TOL [Hint: The accompanying figure in the papyrus is apparently intended to be a right-angled nutriangle.] triangle.] (c) Problem 58. If a pyramid (square) is 93 cubits to high and the side of its base is 140 cubits long, 18 what is its seked? [Hint: Given an isosceles triangle of bases and height h, we know that its seked equals s/2h, or the cotangent ratio of seked in this problem has