Subject to the given constraint, the function f has a relative minimum of −24 at both (−3√22,2√2) and (3√22,−2√2) ...Subject to the given constraint, the function f has a relative minimum of −24 at both (−3√22,2√2) and (3√22,−2√2) and a relative maximum of 24 at both (3√22,2√2) and (−3√22,−2√2) If the perimeter of the pentagon is 1010 in., find the lengths of the sides of the pentagon that will maximize the area of the pentagon.
Subject to the given constraint, the function f has a relative minimum of −24 at both (−3√22,2√2) and (3√22,−2√2) ...Subject to the given constraint, the function f has a relative minimum of −24 at both (−3√22,2√2) and (3√22,−2√2) and a relative maximum of 24 at both (3√22,2√2) and (−3√22,−2√2) If the perimeter of the pentagon is 1010 in., find the lengths of the sides of the pentagon that will maximize the area of the pentagon.
Subject to the given constraint, the function f has a relative minimum of −24 at both (−3√22,2√2) and (3√22,−2√2) ...Subject to the given constraint, the function f has a relative minimum of −24 at both (−3√22,2√2) and (3√22,−2√2) and a relative maximum of 24 at both (3√22,2√2) and (−3√22,−2√2) If the perimeter of the pentagon is 1010 in., find the lengths of the sides of the pentagon that will maximize the area of the pentagon.