<prompt> Bala boholo ba sebaka se ka koalehang ka terata ea maoto a 100.nan  <response>: Instruction in English: Calculate the maximum area that can be enclosed by a fence of 100 feet. . Response in English: It is known that a circle has the maximum area for a given perimeter. Therefore, it would be most efficient to shape the fence into the form of a circle. For a circle, the perimeter is defined as Circumference 2 x pi x r where r is the radius of the circle. The circumference can be rewritten to represent the determined fixed fence length in this case 100 feet, as below.100 2 x pi x rSolving for r, we have:r 100 2 pi 50 piThe area of a circle is defined as Area pi x r2Substituting the value of r that we have calculated yields the maximum area that can be enclosed using 100 feet of fencing.Area pi x 50 pi2 2500 pi 795.775 square feet approximately.Hence, the maximum area that can be enclosed by a fence of 100 feet is approximately 795.775 square feet. . Response in Sesotho: Hoa tsebahala hore selikalikoe se na le sebaka se seholo sa sebaka se fanoeng. Ka hona, ho ka ba molemo ka ho fetisisa ho bopa terata ka mokhoa oa selikalikoe. Bakeng sa selikalikoe, pherimitha e hlalosoa e le Circumference 2 x pi xr moo r e leng radius ea selikalikoe. Selikalikoe se ka ngoloa bocha ho emela bolelele ba terata e tsitsitseng tabeng ena maoto a 100, joalo ka tlase. 100 2 x pi xr Ho rarolla r, re na le: r 100 2 pi 50 pi Sebaka sa selikalikoe se hlalosoa e le Sebaka pi x r2 Ho fetola boleng. ea r eo re e balileng e fana ka sebaka se phahameng se ka koaloang ho sebelisoa terata ea maoto a 100. Sebaka pi x 50 pi2 2500 pi 795.775 maoto a lisekoere hoo e ka bang. Kahoo, sebaka se phahameng se ka koaloang ke terata ea maoto a 100 e ka ba lisekoere-mithara tse 795.775. 