A campground owner has 1Tod m of fencing . HE wants to Enclase a rectangular field bordering a river , with no fencing along the river . ( SEE the...

please make sure you express it so i can verify and understand it; thank you

A campground owner has 1Tod m of fencing . HE wants to Enclase a rectangular field bordering a river , with no fencingalong the river . ( SEE the sketch. ! LET* represent the width of the field .FIVET( a ) Write an expression for the length of the field as a function of*`( 60) Find the area of the field (area = length* width ; as a function of * .( C ) Find the value of* leading to the maximum area .[`) Find the maximum area .( a ) (1x ] =16 ) Aix) =( C ) First write the expression for the derivative used to find the* value that maximizes area .The * - value leading to the maximum area is(d) The maximum area of the rectangular plot is M .~] M .O m0 m 3